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Week 7: The site provides a colorful, engaging environment for mastering math skills. You can sign up for an account or 30 day trail. Educators can sign up for full account benefits with (e.g. student progress tracking and reports; and an awards system for learners for completing certain goals). *Very good site for remedial students learning math and language arts. This site also includes a page in Language arts for 2nd to 10th graders.Practice math online with IXL. The site offers thousands of online math practice skills covering pre-K to high school, with questions that adapt to a student's individual proficiency.

I used to use IXL with my students for reinforcement, the only problem I had when using it was it locks students out after a specific number of questions. There was only so much practice for allotted topics which sometimes was not enough extra practice.

Free users I believe get 10 questions a day, but what I like most about this is that when a student gets a question wrong, it provides a pretty in depth explanation. Great resource.

SMART Goal: By the end of marking period 3, 80% or higher of students will score a 90% or higher on a representing numbers assessment. This website is offers fun and engaging games to support math development of students grades pre-kindergarten through high school. When selecting a grade level, teachers can view a large list of skills associated with Common Core. Skills are categorized, making it easy for educators to look for desired math practice. In regard to the SMART goal posted above the teacher could select from the series of skills related to representing numbers such as: Counting tens and ones - up to 20, County on ten frames - up to 40, and Counting by tens - up to 100. Students will be motivated by this resource as it is colorful and interactive. A benefit to using this site is that when students are unable to answer a correctly, they are provided with an explanation of how to correctly apply the skill.

This blog post explains the way to close the achievement gap in a mathematics classroom. The article touches upon stereotypes and ethnic and racial disparities, and other ways for educators to close the gap for their mathematics students.

Wow, what an interesting article! I'd never really considered racial inequality in math instruction before, but after reading the article, something to consider. One of the suggestions was to remove homework from math instruction due to some studetns unstable living situations. This makes sense and I think as teachers we often forget what some of our students are dealing with at home.

I really liked this article and the ideas in it. I try to celebrate the mistakes in my classroom, using them as a lesson within a lesson. I understand the point about homework, however I will continue to give my students homework. We are supposed to be preparing them for college. I don't remember one college class where most of my grade didn't come from work outside of class.

In this article, the Florida department of education provides useful strategies, graphic organizers, and ideas for teachers to use when they teach word problems in the classroom setting. This resource is organized by four main ideas including understanding the problem, devising a plan to understand the problem, implementing a solution, and reflecting on the problem. Within each of these larger topics, the resource provides multiple strategies and resources that can be immediately incorporated into the classroom. The resource also contains an appendix that provides blank copies of many of the resources discussed.

Most teachers believe that students have a fear of word problems, but this article will have you second guessing that. The article will have teachers thinking that word problems should be used from the start of a lesson and not at the very end of a homework assignment. Students normally perform better on word problems then algebraic solving because they have context clues to help them solve the problem.

To sum up this article you can look at the following quote from it; And he warned that the tendency to wait before using word problems could exacerbate gaps for students who struggle with algebra early on, because they may not be exposed to many word problems at all. Students have a fear of word problems because they perceive that they are too hard before they even begin working on them. This combined with the gaps in the vocabulary knowledge are making word problems more difficult for them.

This is an article that explores the strategy of introducing word problems first during math instruction. As a math teacher, I tend to introduce concepts first then build up to applying those concepts to word problems. The strategy of introducing the word problems first acts to help students solve a problem using any method they are comfortable with, without getting bogged down with the math too soon and becoming unwillingly to solve it. This could address the SMART learning goal, by helping us to rethink the way in which students approach word problems.

In this video it shows how to segment words. It mentions a "tap out method". Some of my students are ready to start segmenting words. It also has an "articulatory gesture chart" this chart shows a picture of a person's mouth and the sound it make underneath it. I think this would be beneficial for my students because even though they watch me it something hard for them to make the sound. This would help support my SMART goal.

Dimension: Impact on Learning Rating: 3- Medium-high impact SMART Goals: By the end of the unit, 50% of students will score 70% or higher on the assessment. By the end of the quarter, 80% of students will obtain a 60% or higher in Algebra 1 By the of Unit 5, 80% of students will score at least 70% on the end of unit assessment In this activity, students take a gallery walk to view the multiple ways of solving a math problem and representing their math thinking. This type of activity allows for students to display their work in a non-threatening way. The students will be checking their understanding and learning other solutions for a given math problem. This activity could also meet the Math and Social Studies goals of my group because gallery walks can foster discussions where students explain their thinking and teach each other in the process.

This brief post by a teacher discusses clear steps for how to teach students about justifying their answers. It contains resources for fourth and fifth grade students; however, it can be geared towards other grades also. Justifying answers gives educators insight into their students' understanding and strategies related to multiple concepts. It is also an effective form of assessment.

This article details an instructional model called Interactive Learning (IL), which contains ten best practices for educators to follow that must be implemented in all lessons. Using these practices can help student achievement tremendously, as evidenced by the example school, which doubled student achievement in three years using these practices.

This is a informative article about 10 strategies for engaging underperforming students. Since my SMART goal is all about giving additional resources for success to my lowest performing students (students who previously took Biology I) this fits perfectly. This will help me create a plan to reach out and engage each student and write up resources for each of them.

I think these ideas have come a long way and are being implemented in many classrooms. This seems like a norm for my school or even my classroom. Although, I say that and I think it is hard to incorporate all components every day. Especially when I think of student movement. I think this is an excellent article to pinpoint instructional strategies.

By using handheld technology tools, autistic students are given a learning boost and a social one.This supports students with learning needs because they can use it to communicate.

This research shows that students with special learning needs are more successful when they receive extra teacher support.

This article describes a model for teachers to employ when training students with disabilities to self-advocate on a day-to-day basis, thereby supporting students' ability to obtain needed accommodations while also engaging school contexts with a positive sense of self-directedness, agency, and efficacy.

In this article, Dean breaks down the writing process for teachers. This resource provides educators with a comprehensive instructional guide for writing. In order to best fit instruction for our students, writing needs to be individualized and differentiated. Instructional strategies that are effective are based on the students' needs.

This article provides detailed background information regarding explicit writing instruction, especially regarding students with special needs such as ADHD, but the strategies discussed can be adapted and used with all learners regardless of ability or grade level. The article begins with a focus on strategies for providing students with motivational contexts for their writing as well as making writing a routine that they enjoy. The rest of the article is divided into sections based on students' ability/age level (basic skills, revising and editing, and motivation). This article discusses strategies that can help address teachers address students' learning gaps in elaboration and explaining their ideas fully in expository writing tasks. Be sure to click "Single Page" at the bottom right of the article so you can see the entire article on one screen, and explore the links to the left of the article for more information about writing instruction for different populations!

The following is a pdf file about how to integrate writing into mathematics. It is a fantastic resource from the Michigan Department of Education that addresses integrating Common Core skills into every subject area.

This guide offers five recommendations to help educators effectively use data to monitor students' academic progress and evaluate instructional practices.

I like how this article breaks down five different recommendations and makes it easy for the reader to explore what they choose without overwhelming them. I will be bookmarking this!

My school does not use data for instructional purposes. This is a great guide for us to use in order to start collecting and using data for instructional purposes.

Students, by the time they are in high school, should hopefully be able to motivate themselves and be ready to take higher math classes like algebra, geometry and statistics. Unfortunately, in our American society many people have a fear of math and numbers, suffer from a lack of motivation and rarely have a strong foundation to stand on for the math skills required by high school courses.

This article from The Language Educator discusses how to differentiate instruction in the language classroom through the use of stations, complex instruction, orbital studies, centers, and tiered activities. The article showcases the success of differentiating instruction at a German immersion school and and a district-wide implementation of differentiated. Included are addresses to challenges with differentiating instruction in the language classroom.

Great article about how different states and communities reduced the achievement gap. It mentions Maryland, and states that MD provides extra instruction for students who are not on track to pass the High School Assessment. But I think it would be a lot more useful to provide extra instruction at lower grades to reduce the achievement gap early on.

I selected this article since I primarily work with college students and need to offer additional support to help students use their self-advocacy skills for their own learning goals. I feel that this would be a good way to address learning gaps by integrating these skills into our instruction. Abstract: Self-advocacy is the ability to communicate one's needs and wants and to make decisions about the supports needed to achieve them (Stodden, Conway, & Chang, 2003). Research shows self-advocacy skills are related to academic performance and successful adaptation to college (Adams & Proctor, 2010; Getzel & Thoma, 2008; Hadley, 2006; Murray, Lombardi, & Kosty, 2014; Thoma & Wehmeyer, 2005).