Category Archives: Teacher Support

Teachers are the key to the teaching/learning relationship. Teachers need support, Teachers need a quick site to turn to for their questions and educational needs. PIE wants to be that for teachers.

Where does my child rank in school?

All the Children are Above Average

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“Where all the women are strong, all the men are good looking, and all the children are above average.”

UnknownThose are the closing words Garrison Keillor spoke each night on his radio show A Prairie Home Companion. He was summarizing the fictional hometown Lake Wobegon – a special place. It’s an interesting concept – this idea that “all the children are above average” and, I believe, can be a detrimental one when viewed through the lens of government-mandated testing.

From No Child Left Behind to the Third Grade Reading Guarantee, from OTES to PARCC Assessments, these Federal and state mandates share a common theme – all expect our children to be above average, by their standards. Our federal and state policy makers expect all children to perform at a specific level.

It’s a model of educational conformity at its finest. The “ideal” of what each child should be able to achieve.

Here’s my problem – children aren’t widgets.

Lake Wobegon, as wonderful as it sounds, is fictional.

Each child we have the blessing to educate is unique. Each child, as I recently heard from education thought leader and bestselling author Sir Kenneth Robinson, “is a fountain of possibilities.” The young people in our schools can’t be considered to be outputs. As educators we must cultivate the right conditions for learning; we must find each child’s passion, talent, and creativity. As educators we must capitalize on the great diversity in our schools and guide young people to find their talents with an eye toward using these to positively contribute to society.

I am not opposed to accountability or assessments; I believe we should continually assess students on individual progress. I believe data is essential in directing instruction and evaluating performance. Statistical analysis is necessary at a classroom and building level. I also believe that we must take individual differences, developmental differences, and life experiences into account.

There is no – none, zero, zilch – assessment that can accurately assess all children.

There is no one-size-fits-all test, fix, or easy way to measure student academic performance. It is difficult, challenging and messy work. We must abandon the idea that we can fix education with more money, a new program, and a piece of legislation. You can’t legislate learning any more than you can legislate love; learning is organic, it happens when passion meets opportunity, when a great teacher creates an amazing experience for students to embrace.

Let’s commit ourselves to the monumental challenge of making educationpersonal for each child. Let’s tap into the passion, talent, and drive of parents, communities, and our dedicated educators nation-wide and explore every opportunity to motivate each individual student in our care. We must celebrate our diversity – the amazing differences in background, experiences, talents, abilities, and beliefs – and capitalize on opportunities to prepare each student for success after public education. We know we need a diversified workforce to drive our economy. We don’t need every student to be the same; we need every graduate to have skills, passion, and desire to be ready for productive lives as adults.

Our current school structure works very well for a certain segment of our population; it fits their personal learning styles and they flourish in the experiences a traditional school offers. Our current structure is inadequate and antiquated for some students in our education system – we must seek different opportunities to cultivate the personal styles and needs for these students. As Ken Robinson reminds us, “we all started with the miracle of birth and each life is a unique, unprecedented moment in history.”

Each child is gifted in some unique way; each child has a passion, each child is creative, and every student in our schools deserves the opportunity to write his or her own compelling and engaging success story – utilizing a unique voice no government mandate or standardized test could possibly measure.

All of our children are above average . . . just not in the same areas.

Mathematics Adoption Announcement!

REL#14-6 CONTACT: Tina Jung
FOR IMMEDIATE RELEASE PHONE: 916-319-0818
January 15, 2014 E-MAIL: communications@cde.ca.gov

 

State Schools Chief Tom Torlakson Announces Adoption
of First Mathematics Materials Aligned to the Common Core

 

SACRAMENTO—School districts now have a list of more than 30 instructional materials to choose from that are aligned to the Common Core State Standards for mathematics, State Superintendent of Public Instruction Tom Torlakson announced today.

This comes after the State Board of Education completed the 2014 adoption of kindergarten through grade eight mathematics materials for California students. The list is attached.

“Today’s step keeps u­­s on track toward our goal of providing students the real- world skills they will need for college and career, in part through the Common Core,” Torlakson said. “These quality materials will help students achieve the proficiency in mathematics that California’s employers are looking for from this future workforce.”

Of the 35 instructional materials programs submitted for consideration from 17 publishers, the State Board of Education approved 31. Of these, 20 were Basic Grade-level programs, 10 were Algebra 1 programs, and one was an Integrated Mathematics 1 program.

Local school districts can now begin their own process of reviewing the materials to determine which of the adopted programs best meet the needs of their students. With such a wide variety of choices, including a number of technology-based programs, districts can tailor an instructional program that will help their students achieve academically. Districts may use some of the $1.25 billion in Common Core State Standards Implementation Funds to purchase the materials.

The adopted programs are on display for public review at Learning Resources Display Centers across the state. For more information about the 2014 Mathematics Adoption process, visit the California Department of Education Mathematics Instructional Materials Web page.

# # # #

2014 Mathematics Instructional Materials Adoption

Basic Grade-Level Programs 

Publisher

Program Title

Grade Level(s)

1.      Agile Mind Common Core Middle School Mathematics

6–8

2.      Big Ideas Learning Big Ideas Math

6–8

3.      Center for Mathematics and Teaching Math Links

8

4.      College Preparatory Mathematics Core Connections, Courses 1-3

6–8

5.      Edgenuity, Inc. Edgenuity California Common Core Mathematics

6–8

6.      Houghton Mifflin Harcourt Go Math!

K–6

7.      Houghton Mifflin Harcourt Go Math!

6–8

8.      Houghton Mifflin Harcourt Math Expressions

K–6

9.      Houghton Mifflin Harcourt Math in Focus

K–8

10.   McGraw-Hill California Math, Courses 1-3

6–8

11.   McGraw-Hill Glencoe Math Accelerated

7

12.   McGraw-Hill McGraw-Hill My Math

K–5

13.   Pearson Common Core System of Courses

K–8

14.   Pearson CA Digits

6–8

15.   Pearson Scott Foresman enVision Math

K–6

16.   Perfection Learning Kinetic Pre-Algebra

8

17.   Reasoning Mind Reasoning Mind Algebra Readiness Program

2–6

18.   The College Board SpringBoard Mathematics

6–8

19.   TPS Publishing, Inc. Creative Core Curriculum for Mathematics with STEM, Literacy and Arts

K–8

20.   Triumph Learning Common Core Math Curriculum

6–8

 

Algebra 1 Programs

Publisher

Program Title

Grade Level(s)

1.     Agile Mind Common Core Algebra 1 Mathematics

Algebra 1

2.     Aleks Corporation CA Algebra 1

Algebra 1

3.     Big Ideas Learning Big Ideas Algebra 1

Algebra 1

4.     College Preparatory Mathematics Core Connections Algebra 1

Algebra 1

5.     Houghton Mifflin Harcourt Algebra 1: Analyze, Connect, Explore California

Algebra 1

6.     JRL Enterprises I CAN Learn Algebra 1

Algebra 1

7.     McGraw-Hill Glencoe Algebra 1

Algebra 1

8.     Pearson CA Common Core Algebra 1

Algebra 1

9.     Perfection Learning Kinetic Algebra 1

Algebra 1

10.  The College Board SpringBoard Mathematics Algebra 1

Algebra 1

 

Integrated Mathematics 1 Programs

Publisher

Program Title

Grade Level(s)

1.     Pearson Common Core Integrated Math 1

Math 1

 

Instructional Materials Not Adopted 

Basic Grade-Level Programs

Publisher

Program Title

Grade Level(s)

1.     JRL Enterprises I CAN Learn Basic Math

5–8

2.     Marshall Cavendish Primary Mathematics Common Core Edition

1–3

3.     McGraw-Hill Connecting Math Concepts

K–4

Algebra I Programs

Publisher

Program Title

Grade Level(s)

1.     Revolution K12 Algebra 1

Algebra I

# # # #

The California Department of Education (CDE) is a state agency led by State Superintendent of Public Instruction Tom Torlakson. For more information, please visithttp://www.cde.ca.gov or by mobile device at http://m.cde.ca.gov/. You may also follow Superintendent Torlakson on Twitter at http://www.twitter.com/TorlaksonSSPI.

 

LEARN ABOUT CPM – College Preparatory Mathematics

  •  http://www.cpm.org for more information

CPM Educational Program is an educational non-profit organization dedicated to improving grades 6-12 mathematics instruction.

CPM offers professional development and curriculum materials.

CCA

CPM Educational Program strives to make middle school and high school mathematics accessible to all students. It does so by collaborating with classroom teachers to create problem-based textbooks and to provide the professional development support necessary to implement them successfully.

CPM (College Preparatory Mathematics) began as a grant-funded mathematics project in 1989 to write textbooks to help students understand mathematics and support teachers who use these materials. CPM is now a non-profit educational consortium managed and staffed by middle school and high school teachers that offers a complete mathematics program for grades six through 12 (Calculus).

CPM provides:

    • Professional development programs for CPM and non-CPM teachers
    • Curriculum materials (standards- and researched-based) that use problem-based lessons, collaborative student study teams and spaced practice with course concepts.
    • Learning strategies that are consistent with the CCSS “Standards for Mathematical Practices” and other models such as the strategies identified as effective by Dr. Robert Marzano at McRel.
  • CPM courses are used in 35 states. In the past 20 year more than 5,000,000 students have taken CPM courses and more than 10,000 teachers have attended CPM professional development workshops. CPM opens its workshops at no cost to everyone: teachers, administrators, ELL educators, student teachers, and parents. In a typical year workshops are held at about 40 national sites and one or more international sites such as Hong Kong. CPM teachers, current and retired, lead the seven days of implementation workshops that begin in the summer and continue during the school year. Additional workshop support, various coaching models and individual mentoring are available by contracting with CPM.

11 Virtual Tools for the Math Classroom

OCTOBER 25, 2013

More and more classrooms are gaining access to technology that can be used with students. Whether you’re modeling a lesson, creating stations or working in a one-to-one classroom, virtual tools can promote student engagement while increasing academic success.

Here are some free apps for iPads — along with a few other tips — that can transform your daily lessons and are definitely worth checking out!

Base Ten Blocks

Number Pieces is a great free app that allows every student with an iPad to have an endless number of base ten blocks at their fingertips. Whether they are learning basic place value, modeling how to add decimals or exploring expanded notation, this app is worth looking into. Children can write all over the iPad screen and demonstrate their thought process as they manipulate the virtual base ten blocks.

Protractor

Even on an iPad, a protractor can be used as a tool to measure angles. Children can simply practice making acute and obtuse angles by moving the line on the screen, or they can measure the angles in objects placed on top of their iPad. Try putting traditional pattern blocks or cutout paper shapes on top of an iPad screen. There are even a few apps that let you use the camera on an iPad or an iPod Touch for measuring angles.

Graph Paper

Geometry Pad lets children draw lines and shapes on graph paper. They can plot points on this coordinate grid and even add text to the screen. This app is easy to use and includes tons of functions to try out. Educreations also lets students change the background of their screen to graph paper before they start writing.

Geoboard

Say goodbye to rubber bands! This virtual tool is perfect for elementary and middle school classrooms. Kids can simply create polygons on their geoboardto show off different quadrilaterals and triangles. They can also find the perimeter and area of each shape.

Ruler

Ruler is a neat app to try out on your iPad — it simply turns your screen into a ruler. Students can measure items placed on their screen in inches and centimeters. They can solve perimeter and area problems with the information they gather using this virtual measurement tool. There are also apps that help children learn how to use a ruler properly.

Clock

Whether you’re teaching elapsed time or just helping students monitor their pacing and stamina, the timer built into the clock that comes with the iPad (or one of the many comparable options) is a great addition to your classroom. It’s perfect for teachers with one iPad or for children working in small groups, as they can now calculate how much time has passed or learn how to read a clockwith these virtual tools.

Glossary

The Common Core State Standards stress the importance of having children use math vocabulary in written and spoken explanations of their thinking.MathTerms Glossary can help students learn definitions of different words so that they can use them appropriately. It’s a great reference tool for students in a one-to-one classroom and even has Spanish language entries.

Want to learn more? Here’s a webcast from APPitic, a site maintained by Apple Distinguished Educator that focuses on using the iPad to teach Common Core math.

A quick substitution of a traditional tool can be a great way to experiment with new technology. Have you tried out any virtual math tools in your classroom?

Schools Aren’t Teaching Kids To Code (Here’s Who Is Filling The Gap)

By Selena Larson | Business 2 Community – Mon, Oct 21, 2013 7:45 PM EDT

  • By Selena Larson | Business 2 Community – Mon, Oct 21, 2013 7:45 PM EDT

Learning to code is all the rage these days, but not in one place that matters a lot: U.S. schools.

U.S. students already significantly lag their global counterparts where math and science skills are concerned. But computer science is in even worse shape: Of 12 technical subjects Schools Aren’t Teaching Kids To Code (Here’s Who Is Filling The Gap) image schools arent teaching kids to code heres who is filling the gap

Schools Aren’t Teaching Kids To Code (Here’s Who Is Filling The Gap)examined in a recent study by the National Center for Education Statistics, computer science was the only one that declined in student popularity from 1990 to 2009 (p. 49).

Last year, just 1.4 percent of high school AP students took the computer science exam, compared to almost 40 percent that took exams in English. Far more students took AP exams in Spanish language, psychology, calculus, and history than in programming.

Insufficiencies in school can translate into a bigger problem on an economic level. Each year, U.S. companies need to fill almost150,000 jobs related to computer science and mathematics, but colleges and universities only graduate about 100,000 students with degrees in those fields.

Bridging the gap

Recognizing the need for an increased focus in computer science courses in schools, organizations like the nonprofit Code.org are teaming up with industry leaders to promote technology education in both elementary and high schools across the country.

Code.org believes all students in America should have the opportunity to learn computer science, and recently announced the first step in its plan to educate them. The Hour of Code initiative is a one-hour introduction to computer science, designed to help kids and educators understand coding. The organization will provide both online and “unplugged,” or paper, tutorials and materials designed to assist teachers with the education process.

“Bringing computer science to every kid is the gift the tech industry needs to give back to America,” Code.org cofounder Hadi Partovi said during the Hour of Code launch event on Monday.

The Hour of Code will take place during Computer Science Education Week, December 9-15, and will encourage teachers to include one hour of computer science in that week’s curriculum. The organization is using game-like tutorials including Angry Birds and Plants vs. Zombies to drum up excitement for coding in the classroom.

Code.org is supported by leaders in technology and education including Bill Gates, Mark Zuckerberg, former president Bill Clinton, NBA star Chris Bosh, and actor Ashton Kutcher.

Paypal cofounder Max Levchin said that teaching young students how to code is critical for maintaining economic competitiveness in the 21st century.

“I think learning how to code, learning how the vast majority of everything around them works, literally, that is to say Internet of Things, and many other trends like it,” he said. “Having that knowledge will prepare children in the generations to come to participate in the economic development of the world.”

A prep school shows the way

To meet the growing need for computer science literate individuals, Beaver Day Country School, an independent college prep middle and high school just outside Boston, now requires students to have coding experience in order to graduate. Rather than requiring students take a standalone coding course to graduate, Beaver’s educators are incorporating coding practices into classes like math, science and even English.

“We also recognize that coding is a mindset, so we don’t want our students to memorize a certain list of commands within a certain programming language,” said Rob MacDonald, the school’s math department head. “Instead, we want them to think about solving problems in innovative ways.”
Learning programming and computer science builds problem-solving skills and critical thinking that can inform other walks of life.

“We’re also planning an interdisciplinary project in which students will learn about the history of surveillance, including the recent controversies around the NSA and Wikileaks,” MacDonald said. “That project will incorporate history, English and math, and teachers from all three departments will work together on the curriculum.”

Beaver has witnessed the success of coding firsthand. Last fall, a group of students from the Beaver InvenTeam received a $10,000 grant from the Lemelson-MIT program to build “an automated robot vehicular independence system,” or a robot that can follow motion sensors while carrying up to 50 pounds of weight. The school will begin implementing the coding classes for upperclassmen, but will expand all the way down to sixth-graders in the future.

Of course, Beaver Day’s approach isn’t for everyone—tuition for the 2013-2014 school year is $39,950, and the school enrolls a total of 457 students—but it’s definitely an intriguing model.

A teaching shortage

While the idea of mandating computer science classes on the path to graduation is an impressive notion, many schools and organizations are finding it challenging to educate and keep teachers who develop technical skills. “I can say pretty confidently there are multiple challenges, but the biggest by far is the lack of teachers,” Code.org’s Partovi said.

To make up that shortage, many students turn to mentors or peers outside the classroom to assist with projects like building websites or mobile applications.

“I know some students that say, ‘I would have loved to learn more about technology, but my friends, teachers or parents didn’t know much about it’,” said Edward Jiang, CEO and founder of StudentRND. “Building an app was far off magic that no one understood.”

Jiang started StudentRND, an organization that inspires the next generation of technologists and encourages people to work on projects in their free time, after teaching himself how to build websites and online games in high school.

He noticed that many students don’t have the time or the place to explore topics like programming. So he created Code Day, a 24-hour event that brings together high school and college students to build projects.

Because of his program and others like it, students get the opportunity to connect with peers and mentors that share their passion for computer science and can build and develop projects they would have struggled with pursuing on their own.

StudentRND and Code.org both recognize the importance of qualified mentors as an impetus for students to pursue interests in computer science.

“My first exposure to code and programming was actually in a neighborhood workshop,” said Levchin, who grew up in the Soviet Union. “But it’s remarkable that a backwards country like the Soviet Union had [resources for] learning how to code. And industry people, and software developers from the defense program that were teaching kids how to code.”

By 2020, computer-related employment is expected to rise by 22 percent. That means students must be ready to enter a workforce that expects them to have polished technological skills.

Lead image via HackNY on Flickr, other media via Code.org

 

Broadening the view of differentiated instruction

  1. SETH A. PARSONS (sparson5@gmu.edu) and STEPHANIE L. DODMAN are assistant professors in the College of Education and Human Development, George Mason University, Fairfax, Va. SARAH COHEN BURROWBRIDGE is a 6th-grade teacher at Lynbrook Elementary School, Springfield, Va.

Abstract

Students in today’s classrooms vary greatly in background, cultures, language proficiency, educational skills, and interests. To best meet students’ diverse needs, teachers must differentiate their instruction. The authors argue that the current differentiation conversation focuses almost exclusively on lesson planning, but instead should include important adaptations made in the midst of instruction — an aspect frequently overlooked or discouraged.

Differentiation shouldn’t end with planning but should continue as teachers adapt their instruction during lessons.

Students in today’s classrooms vary greatly in background, cultures, language proficiency, educational skills, and interests. To best meet students’ diverse needs, teachers must differentiate their instruction. The research base justifying the need for differentiation is strong (Santamaria, 2009Tomlinson et al., 2003), and there is growing evidence that differentiated instruction has positive effects on student achievement (Rock, Gregg, Ellis, & Gable, 2008).

It is not surprising, then, that differentiation receives a lot of attention in teacher preparation programs, professional development efforts, and educational conferences. However, the differentiation conversation to date is missing a vital component, and we feel that current conceptions of differentiation are too narrow to capture the complexity of effective classroom instruction. Where the literature rightly details the role of planning in strong differentiated instruction, it almost wholly leaves out what can effectively happen during instruction.

Differentiation and planning

The educational literature on differentiation focuses on planning. For example, Gregory and Chapman described differentiation as “a philosophy that enables teachers to plan strategically in order to reach the needs of the diverse learners in classrooms today” (2001, p. x). Likewise, Tomlinson stated that differentiation requires an “alternate approach of instructional planning” (1999, p. 14). Lawrence-Brown conceptualized differentiated instruction as a “multilevel lesson planning system” (2004, p. 34). Moreover, foundations of differentiated instruction include such strategy created in instruction planning as curriculum compacting, flexible grouping, tiered activities, and student contracts (Brimijoin, 2005Tomlinson, 2001).

Indeed, these perspectives and techniques describe effective practices and are helpful for supporting teachers in thinking about different ways to offer content, engage students in learning, and provide opportunities for varied end products. However, they provide a narrow view of the complex work of instruction to meet students’ diverse needs. We argue that the adaptations made in the midst of instruction are an important aspect of differentiation that is frequently overlooked or discouraged.

FIG. 1.

View larger version:

FIG. 1.

A broader view of differentiated instruction

Adaptive teaching as differentiation

Thoughtfully adaptive teachers adjust their instruction in real-time to meet the specific needs of individual students or the demands of the situation in which they find themselves (Fairbanks et al., 2010Parsons, 2012). Therefore, teachers who effectively differentiate their instruction not only carefully plan instruction to differentiate for the variety of learners in their classrooms but also provide moment-by-moment adaptations to meet specific needs that become clear during instruction — needs that were not or could not be anticipated. Consider the following example.

The adaptations made in the midst of instruction are an important aspect of differentiation that is frequently overlooked or discouraged.

John Fox is planning to teach his 6th graders about adding and subtracting fractions. Aware of the curricula below his grade level, he knows students have at least been briefly introduced to this concept. To prepare for the unit, he gives students a preassessment to gauge their readiness. In planning the unit, he considers not only where students are academically, but also the multitude of learning preferences in the room. Based on this knowledge of students, he decides to begin with an introductory lesson on the basics of adding fractions and then sets up a variety of learning stations to practice the skill or deepen understanding. For the lesson, he groups students by their readiness to add fractions and assigns each to one of the following stations: using fraction manipulatives to solve problems, creating multistep fraction word problems, or playing fraction games. Fox feels satisfied in his differentiation of content and materials.

As students work in the stations, Fox circulates through the classroom observing and assessing students’ progress. Unanticipated issues arise. He immediately adapts instruction by pulling three students from two of the stations to correct a misunderstanding of the concept. Later, he notices that another student can’t match a written fraction to the corresponding fraction bar. He pulls this student for a one-on-one session on the basic concepts of fractions and then creates a simple task for the student to complete. Fox realizes that if the student does not understand the underlying concept of fractions, she isn’t ready to add fractions. This scenario shows differentiation in planning and in adaptive teaching.

Planning is the foundation of differentiated instruction, but a teacher cannot account for everything. Because student understanding is complex, even the most sensitive preassessment can only offer so much information. Teachers must be able to be responsive to unanticipated issues that arise when their differentiated plans are put into action. They must, then, be able to monitor student progress and adapt instruction based upon students’ needs and instructional situations (see Figure 1).

Advocates of differentiated instruction contend that reactive teaching is not differentiated instruction (Tomlinson et al. 2003), and we certainly agree. Instruction that is defined by a teacher planning one lesson for everyone and then trying in the moment to make adaptations when students indicate trouble is not differentiation; it is reaction. We agree with Tomlinson and colleagues that, “Effective differentiation will likely arise from consistent, reflective, and coherent efforts to address the full range of learner readiness, interest, and learning profile in presentation of information, student practice or sense making, and student expression of learning” (2003, p. 128).

Planning plus adapting

Teachers who effectively differentiate their instruction appear to possess three attributes. First, they consistently assess student progress in multiple ways. For example, in designing word study instruction, teachers typically administer a spelling inventory. The results of this inventory are used to create word study groups composed of students who are ready for instruction on particular word features (Bear, Invernizzi, Templeton, & Johnston, 2011). A 2nd-grade teacher, for example, may put one group of students to work on long vowel patterns, another group on blends and digraphs, and yet a third on compound words. Those groupings would have resulted from the teacher’s formal assessment and spelling inventory.

On the other hand, differentiating instruction by thoughtfully adapting during the midst of instruction requires teachers to use ongoing informal assessments to make informed instructional decisions. Wanda Jackson’s 8th-grade social studies classroom, which includes many Hispanic immigrants, serves as an example. She plans a lesson about Native Americans’ dependence on nature. Her objective is to illustrate how their surrounding environments shaped Native American cultures. She plans an introductory lesson followed by a read-aloud of an informational text on the role environment plays in our lives. She anticipates that the plan will engage students while meeting the objective.

Jackson begins the lesson with an orange, describing the trip the fruit took to get to their local supermarket. She wants to emphasize the stark difference between present-day life in America and the life of Native Americans during the 1700s. She asks students what types of food they would eat if they could only get food from the local area. A Honduran pupil who just entered the United States shares that she had never eaten an apple before coming to the U.S. The student explains that in her home country, very much like the Native Americans under discussion, people use strictly the material within close proximity to their village. Jackson asks if other students have had similar experiences, and seven other students raise their hands.

In this moment, she decides that these students’ stories are more powerful than the informational text she had planned to read aloud. She adapts her instruction by setting up sharing stations, where each of these students can share his/her experiences with other students in the class. This teacher has now differentiated the content of her lesson. This example demonstrates how informal assessments and spontaneous decision making help teachers differentiate their instruction to meet the unique needs of students and specific situations they confront.

A second trait of teachers who effectively differentiate instruction is that they have extensive knowledge about how students learn and effective pedagogy. Knowledge is frequently discussed in three dimensions: declarative, procedural, and conditional (Paris, Lipson, & Wixson, 1983Schraw, 1998). Applied to teaching, declarative knowledge refers to knowing what is taught; procedural knowledge refers to knowing how to teach it; and conditional knowledge refers to knowing why one is using particular instructional practices and knowing when to use them. Planning differentiated instruction relies most upon declarative and procedural knowledge. A popular planned differentiation technique, a tic-tac-toe board, for instance, requires the teacher to use declarative and procedural knowledge. Because it is created in advance, though, this and other planned differentiation techniques rely minimally upon conditional knowledge.

On the other hand, differentiating on the fly by adapting one’s instruction requires well-developed conditional knowledge. If a particular form of instruction is not meeting students’ needs or a different form of instruction would be better for a specific situation, teachers need conditional knowledge to apply optimal instruction. In the example above, Jackson demonstrated effective use of conditional knowledge by changing her lesson from reading a book to allowing students to share their life experiences. Jackson made this shift after observing immigrant students’ sense of inclusion and importance as they willingly

Teachers who effectively differentiate their instruction:

  • Consistently assess student progress in multiple ways;

  • Are very knowledgeable about effective pedagogy and how students learn; and

  • Are highly reflective.

shared their life experiences. She also saw the other students’ interest as they listened to their peers describe experiences similar to the Native American tribes they were studying. In order for all students to thrive, she knew she needed to foster a climate of acceptance in her classroom. Both lessons would have achieved the lesson objective, but Jackson used conditional knowledge to make a thoughtful adaptation that achieved much more.

The final characteristic of teachers who effectively differentiate their instruction is that they are highly reflective. Schön (1987) explains that practitioners, including teachers, engage in two types of reflection: reflection-on-action and reflection-in-action.

Reflection-on-action occurs after instruction is completed. Teachers reflect on what happened in the school day, and this reflection serves to inform subsequent instruction. Following a lesson, the teacher may reflect on what went well in her lesson and what challenges she faced. The teacher may choose to reuse strategies that proved successful or research new ways of teaching a topic area that created challenges for students.

On the other hand, reflection-in-action comes in the midst of teaching. This type of reflection informs adaptive teaching. Thoughtful adaptations require teachers to constantly observe student progress in order to make immediate changes or interventions. Teachers’ adaptability is honed by constant reflection: They enter each lesson with a clear plan to successfully teach a concept in a differentiated manner, but they are also ready to adapt if their best-laid plans are not sufficient for every child.

Teachers must be able and prepared to adapt their instruction in the midst of instruction.

Conclusion

As the diversity of the K-12 student population increases, it is critical that teachers differentiate their instruction to meet all students’ needs. Planning instruction that is based on individual student needs, interests, and learning profiles is crucial in differentiating instruction. Manipulating the content, process, and product of instruction facilitates differentiation. However, teachers also must be able and prepared to adapt their instruction in the midst of instruction. Exemplary teachers thoughtfully adapt their instruction to meet the diverse needs of students. Policy makers, administrators, professional developers, teacher educators, and school leaders can support teachers’ facility for differentiated instruction by valuing formal and informal assessments; emphasizing declarative, procedural, and conditional knowledge; and encouraging teachers to exercise reflection-on-action and reflection-in-action.

Five Research-Driven Education Trends At Work in Classrooms

 | October 14, 2013 | 21 Comments

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Increasingly, educators are looking to research about how kids learn to influence teaching practices and tools. What seemed like on-the-fringe experiments, like game-based learning, have turned into real trends, and have gradually made their way into many (though certainly not most) classrooms.

BRAIN-BASED TEACHING

Many educators are using researchers’ insights into how children best learn to inform their teaching practices. Stanford professor Carol Dweck’s research on encouraging children to develop a growth-mindset continues to grow in popularity, as educators try to praise effort, not outcomes. Dweck writes that if children believe their abilities are fixed — that either that they’re smart or they’re not — they approach the world in different ways and aren’t as able to face adversity. When they believe skills and abilities can grow throughout one’s lifetime, they’re better able to rise to challenges.

Brainology, Dweck’s program, is just one of many such school-based programs that teachers can use in classrooms, as is Brainworks.

Educators are also teaching learning strategies, helping students find out the best ways to not just learn content, but how to learn. Ideas like remembering facts when they are set to music. This practice has been employed since the days of oral storytelling, but teachers are reviving it to help students in modern classrooms. Recent studies show that adults learn new languages more easily when they are set to a beat. Some educators are even experimenting with breaking up classical literature into bite sized raps.

There are plenty more examples of brain-based research on learning making its way into classroom practices.

GAME-BASED LEARNING

Games have long been used to engage students. But as game-based learning becomes more prevalent in schools, researchers are interested in how game structure mirrors the learning process. In many games, students explore ideas and try out solutions. When they learn the skills required at one level, they move up. Failure to complete tasks is reframed as part of the path towards learning how to conquer a level.

Universities like HarvardMIT and the University of Wisconsin’s Game and Learning Society are studying how game-playing helps student engagement and achievement, and well-known researchers in the field like James Paul Gee and University of Wisconsin professor Kurt Squireshow are using their own studies to show that games help students learn.

Once the terrain of experimental classrooms, digital games are now becoming more common in classrooms. In a recent survey by the Joan Ganz Cooney Center, half of 505 K-8 teachers said they use digital games with their students two or more days a week, and 18 percent use them daily. Educators are using commercial games like MinecraftWorld of Warcraft and SimCity for education. The Institute of Play continues to study game-based learning and helps support twoQuest to Learn schools, which are based around the idea of games and learning.

POWER OF PERSEVERANCE

Paul Tough’s book, How Children Succeedpopularized the ideas of grit and perseverance. Now those ideas have made their way into a U.S. Department of Education’s Technology office reportas well as the Common Core State Standards, which many states are already implementing. The idea that failure is an opportunity to learn and improve, not a roadblock to achievement, is often referenced as one of the most important life skills a student can take with him beyond the classroom.

Angela Duckworth’s research on grit has shown that often students, who scored lower on intelligence tests, end up doing better in class. They were compensating for their lack of innate intelligence with hard work and that paid off in their GPAs. Duckworth has even developed a “Grit Scale” that allows students to self-report their “grittiness.”

QUESTIONING HOMEWORK

The growing movement against homework in the U.S. challenges the notion that the amount of homework a student is asked to do at home is an indication of rigor, and homework opponents argue that the increasing amount of “busy work” is unnecessarily taking up students’ out-of-school-time. They argue that downtime, free play, and family time are just as important to a child’s social and emotional development as what happens in school.

Some research has shown that too much homework has “little to no impact” on student test scores. Other research on how brains work challenges the common method of asking students to practice one discreet skill at home. Overall, there’s a push to reevaluate the kinds of work students are being asked to do at home and to ask whether it adds value to their learning. If the work is repetitive or tangential, it may add no real value, and teachers across the country are starting to institute no-homework policies. Even principals are starting to revolt and schools are instituting “no homework” nights or substituting “goals” for homework.

CULTIVATING CREATIVITY

Increasingly business leaders and educators are realizing that creativity is a uniquely human quality that will set future graduates apart from the ever smarter computers that are playing increasingly important roles in society. There’s been a focus on stimulating curiosity and creativity through Science Technology Engineering and Math (STEM) courses, including computer coding, as well as integrating art and design into courses. The design thinking movement is a good example of schools working to develop students’ ability to think for themselves, brainstorm ideas and execute them.

Many schools are also shifting towards project-based learning to help leverage student interestsand passions in their school work. Long-form projects often allow students to demonstrate their creativity more than assignments that every student must complete the same way. The trend towards project-based learning is one indication that schools are actively looking to build creativity into curricula.

Common Core Institutes throughout the US!

Common Core Institutes
How to Implement Common Core
State Standards in Your School
ASCD, the leader in Common Core State Standards implementation, presents over 20 one-day and two-day institutes to help you align learning, teaching, and leading to the new standards.Two-Day Common Core Institutes

Common Core and the Understanding by Design®Framework: Planning Units with the End in Mind

  • Little Rock, Ark., November 18–19, 2013
  • Atlanta, Ga., December 9–10, 2013
  • New Orleans, La., January 14–15, 2014
  • Honolulu, Hawaii, February 3–4, 2014

Lead the Change to Common Core State Standards: Get Essential Tools for School and District Leaders

  • Little Rock, Ark., November 20–21, 2013
  • Denver, Colo., December 2–3, 2013
  • Long Beach, Calif., December 2–3, 2013
  • Los Angeles, Calif., December 4–5, 2013
  • Atlanta, Ga., December 11–12, 2013
  • New Orleans, La., January 16–17, 2014
  • Nashville, Tenn., January 27–28, 2014
  • Las Vegas, Nev., February 3–4, 2014
  • Honolulu, Hawaii, February 5–6, 2014

One-Day Common Core Institutes

Using Formative Assessment to Meet the Demands of the Common Core

  • Denver, Colo., December 4, 2013
  • Nashville, Tenn., January 28, 2014

Implementing the Common Core State Standards: English Language Arts and Literacy Focus

  • Los Angeles, Calif., December 5, 2013
  • Atlanta, Ga., December 9, 2013
  • Honolulu, Hawaii, February 3, 2014
  • Las Vegas, Nev., February 5, 2014

Implementing the Common Core State Standards: Mathematics Focus

  • Los Angeles, Calif., December 6, 2013
  • Atlanta, Ga., December 11, 2013
  • Honolulu, Hawaii, February 5, 2014
  • Las Vegas, Nev., February 6, 2014

REGISTER for an ASCD Common Core Institute in a city near you, and explore what matters to you most!


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Opportunities for Educator Involvement in Smarter Balanced Item Development Activities

Recruitment is now underway for qualified educators to participate in the development and analysis of Smarter Balanced pilot and field test items! The California Department of Education (CDE) will be selecting educators for the following activities in 2013:

  • Field Test Item Writing: anticipated dates of service, July–October 2013
  • Field Test Stimulus Review: anticipated dates of service, June–August 2013
  • Field Test Item and Task Review: anticipated dates of service, July–November 2013
  • Pilot Test Data Review: anticipated dates of service, August–September 2013

 

General requirements for participating educators include:

  • Currently certified or licensed to teach English–language arts (ELA) and/or mathematics in a K–12 public school.
  • Currently teaching in a public school or currently employed by a public school or district or state education entity, including higher education.
  • Taught ELA and/or mathematics in grades three through eight and/or high school within the past three years or have worked in a classroom content support role such as a literacy or mathematics coach, district or state content specialist.
  • Previously reviewed part or all of the Common Core State Standards for the content area in which they are interested in writing items.

 

The online application can be found on CDE Web site at http://surveys.cde.ca.gov/surveylogin.asp?k=136882687357. The application deadline is June 6, 2013.

If you have any questions about this recruitment, please contact the CDE Statewide Assessment Transition Office, by phone at 916-445-8517 or by e-mail at sbac@cde.ca.gov.