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What Are the Most Effective Strategies and Technologies?

"...The ultimate goal for a teacher: to motivate students to do their best."

~Mierzwik (2013)

Teacher & Student

For at risk students...

  • It's crucial to have challenging but achievable work (Beach, 2013)

    • Prevent students from giving up or getting bored and losing interesting

  • Teachers must be excited about the material that is being taught... ESPECIALLY when mundane, challenging, or hated (Mierxwik, 2013)

    • Students pick up and reflect their teacher's attitude

  • Incorporate movement when possible because it reduces stress and increases neuronal metabolism (Mierzwik, 2013)

  • At risk students "...thrive in a learning environment that is risk free and filled with authentic communication between the teacher and students and among students" (Mierzwik, 2013)

    • Teachers must have an open classroom where students are comfortable with talking to their teacher and classmates

      • Allows students to express their struggles with their teacher

      • Results in students relying and leaning on each other when they need help

        • Peer tutoring (Snow, Barley, & Mid-Continent Research for Education and Learning, 2005)

  • It's crucial to keep student motivated to get students to participate and care about the class (Mierzwik, 2013; Snow, Barley, and Mid-Continent Research for Education and Learning, 2005)

    • School-to-Work programs help students learn about the working world by getting first-hand experience with a clear, define purpose of attending school--to see where graduating high school can lead them to (Beach, 2013)

    • Technology, technology, technology! 

      • Word processing, database, design, graphing softwares (Beach 2013)

      • Smartphones for daily planners, calendars, calculators, fact checkers, and so much more (Mierzwik, 2013)

      • See "Additional resources" tab for more

Teacher and Student

"The mediocre teacher tells. The good teacher explains. The superior teacher demonstrates. The great teacher inspires."

~ William Arthur Ward

For students with MLD...

  • Teachers who have students with MLD must refrain from moving on until they master the basic understanding of the material (Berch & Mazzocco, 2007; Witzel, Ferguson, & Brown, 2007)

    • If a teacher must move on to stick to the curriculum, he/she must use effective teaching strategies to best help students to be as successful as possible

    • Parent involvement can benefit students falling behind

      • Parents and teachers should share information and observations with each other (Bryant, 2008)

        • This results in students getting support both at home and school

  • Let students use strategies they are comfortable with while exposing them to other problem-solving strategies (Berch & Mazzocco, 2007). 

    • Results in students getting pushed outside their comfort zone, but not to the point where they would feel distressed

    • One way to introduce different strategies to students is to emphasize multi-sensory aspects such as auditory, verbal, visual, and kinesthetic (Berch & Mazzocco, 2007; Berninger & Wolf, 2016; Witzel, Ferguson, & Brown, 2007; Zorfass, Gray, & PowerUp What Works, 2015a)

  • Utilize hands-on activities, virtual field trips, and outdoor education to engage students, especially those who learn best with nontraditional forms of instruction (Berninger & Wolf, 2016)

  • Incorporate the four traditional language skills--speaking, writing, oral, and reading (Berch & Mazzocco, 2007; Berninger & Wolf, 2016)

    • Instruct students to talk, write, and then understand the words relating to math

      • Encourage partner work where one students explains the steps to solving a work problem while another students listens and then switch--helps students improve listening, speaking, and knowledge of the material (Zorfass, Gray, & PowerUp What Works, 2015a)

  • Have students explain their work, answer specific questions, and summarize the material (Zorfass, Brann, & PowerUp What Works, 2014b; Zorfass, Gray, & PowerUp What Works, 2014; Zorfass, Gray, & PowerUp What Works, 2015a; Zorfass, Han, & PowerUp What Works, 2014; Zorfass, Gray, & PowerUp What Works, 2015b)

    • Students must be able to explain their choices and thought processes in order for teachers to know if they really understand the material or if they are just guessing

    • To do so, try comparing and contrasting material, giving prompts, and justifying answers 

  • Technology, technology, technology!

    • Computer games

    • Calculators (ONLY for complex computations)

    • Using a class website, podcasts, blogs, or wiki

      • Encourages students' creativity and makes information easily accessible (Zorfass, Brann, & PowerUp What Works, 2014a; Zorfass, Brann, & PowerUp What Works, 2015a)

    • Digital organizers such as PowerPoint, Prezi, Keynote, and SlideShare for personal notes and a reference for class materials (Zorfass, Gray, & PowerUp What Works, 2014)

    • Web-based applets, virtual manipulative, graphing software, drawing tools, dynamic geometry software, and spreadsheets (Zorfass, Brann, & PowerUp What Works, 2014b)

    • See "Additional resources" tab for more!

"To be an effective teacher build relationships with your students first. The nuts and bolts of teaching are important, but students don't care if your lesson is flawless. They don't care if you were a stellar student in college. Students want a teacher who cares about them and who is willing to stand by them through the turbulence of the school year. If students know you care about them as individuals, they will embrace the knowledge you bring into their lives."

~Roy Smith, Secondary Section

For at risk students with MLD...

  • Teachers first need to assess these students' initial understanding of material (Berninger & Wolf, 2016; Zorfass, Brann, & PowerUp What Works, 2014b; Mierzwik, 2013; Snow, Barley, & Mid-Continent Research for Education and Learning, 2005)

    • It's necessary to identify students' strengths and needs in the beginning of the year so you know how to best instruct and assist them (Zorfass, Brann, & PowerUp What Works, 2014b)

      • Consider using a K-W-L chart or a self-assessment to clearly test students' initial knowledge informally

  • Teachers must be explicit with their directions and give concrete examples for abstract concepts (Berch & Mazzocco, 2007; Zorfass, Gray, & PowerUp What Works, 2015a; Beach, 2013; Mierzwik, 2013)

  • Thoroughly explain the teacher's process that was used, why the teacher was able to do it, and have several specific examples of how to solve the problem

    • Do NOT skip steps or assume students know terms or understand topics

  • Teachers must try various combinations of strategies to benefit as many students as possible (Snow, Barley, & Mid-Continent Research for Education and Learning, 2005)

  • Focus on vocabulary and topics (Berninger & Wolf, 2016; Witzel, Ferguson, & Brown, 2007; The Access Center, 2006; Mierzwik, 2013)

    • Repetition and review of terms, concepts, and skills are important

      • Word walls, glossaries, toolkits, or classroom math dictionaries

      • Weekly quizzes would consist of everything the class has learned so far that year to keep the topics fresh in students' minds

        • Grade these quizzes on a curve so students are penalized for forgetting the material

      • Mnemonic devices like keywords, pegwords, acronyms, and acrostics

  • Use visual aids (Zorfass, Gray, & PowerUp What Works, 2014; Zorfass, Gray, & PowerUp What Works, 2015a; Mierzwik, 2013)

    • Process charts, pictures, diagrams, expressions, equations, posters, and hands-on manipulations

  • "Thinking aloud" has been shown to work for at risk students with a MLD (Zorfass, Gray, & PowerUp What Works, 2015a; Mierzwik, 2013)

  • Individualize and adapt material whenever possible (Berninger & Wolf, 2016; Zorfass, Brann, & PowerUp What Works, 2014b; Beach, 2013; Mierzwik, 2013; Snow, Barley, & Mid-Continent Research for Education and Learning, 2005)

    • Being organized helps with this because it is easy to see or find various worksheets or lessons that would best benefit the child

    • Having predictable routines allows teachers to create more involvement, an environment that aids in concentration, and helps students with their individual projects.

    • BE POSITIVE

    • Have an inclusive learning environment

    • Tailor math instruction to each learner's developmental and individual differences

      • Have students create their own models and projects to allow students to have some control of their education and how they learn the lessons

  • Utilize group and/or partner work (Zorfass, Brann, & PowerUp What Works, 2014a; Beach, 2013; Mierzwik, 2013; Snow, Barley, & Mid-Continent Research for Education and Learning, 2005)

    • Strategically make groups/ partnerships so they are mixed-ability groups rather than like-ability groups because the students can use each other's strengths to help each other

      • Like-ability groups tend to isolate those who are lower-achievers from the rest of the class

      • When like-ability groups are necessary due to having a class full of low-achieving students, teachers can try to individualize the material for each group and try to teach to each students abilities

  • Teachers should also try to relate the material to something students can connect with (Berninger & Wolf, 2016; Beach, 2013; Mierzwik 2013; Snow, Barley, & Mid-Continent Research for Education and Learning, 2005; Reading Rockets, 2011) 

    • Tie new material into student's prior knowledge

      • Makes the information more applicable and relevant to students' lives

      • Shows students why they should care about the material and how it can improve their lives

    • Use similes, metaphors, and analogies in addition to providing context to each lesson

    • Show students patterns to help them understand the process and the concept being taught

    • BE CREATIVE

  • Technology, technology, technology!

    • Anything that helps with notes such as dictation and speech recognition applications, speech synthesizers, scanners, text-to-speech programs, and SmartPens or other audio recording devices (Berninger & Wolf, 2016; Mierzwik, 2013)

    • There are hundreds of websites that give students the opportunity to practice what is taught in class

    • See the "Additional resources" tab for more information

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Sources used on this page:

The Access Center. (2006). Using mnemonic instruction to teach math. Retrieved from http://www.ldonline.org/article/13717/

Beach, C. (2013). At-risk students: Transforming student behavior. Lanham, MD: R&L Education. 

Berch, D. B. & Mazzocco, M. M. (Eds.). (2007). Why is math so hard for some children?: The nature and origins of mathematical learning difficulties and disabilities. Baltimore, MD: Paul H Brookes.

Berninger, V. W. & Wolf, B. J. (2016). Teaching students with dyslexia, dysgraphia, OWL LD, and dyscalculia (2nd ed.).. Baltimore, MD: Brookes Publishing.

Bryant, D. P. (2008). Working with your child's teacher to identify and address math disabilities. Retrieved from http://www.ldonline.org/article/34659/

Mierzwik, D. (2013). Understanding and teaching the at-risk adult student: Strategies to improve retention and success. Landam, MD: R&L Education

Reading Rockets. (2011). Patterns and categorizing. Retrieved from http://www.ldonline.org/article/42199/

Snow, D., Barley, Z.A., & Mid-continent Research for Education and Learning. (2005). Classroom strategies for helping at-risk students. Alexandria, VA: Association for Supervision and Curriculum Development.

Witzel, B. S., Ferguson, C. J., & Brown, D. S. (2007). Developing early number sense for students with disabilities. Retrieved from http://www.ldonline.org/article/14618/

Zorfass, J., Brann, A., & PowerUp What Works. (2014a). Interacting with peers in mathematics. Retrieved from http://www.ldonline.org/article/61470/

Zorfass, J., Brann, A., & PowerUp What Works. (2014b). Modeling with technology in mathematics. Retrieved from http://www.ldonline.org/article/61460/

Zorfass, J., Gray, T., & PowerUp What Works. (2014). Understanding word problems in mathematics. Retrieved from http://www.ldonline.org/article/62401/

Zorfass, J., Gray, T., & PowerUp What Works. (2015a). Thinking aloud in mathematics. Retrieved from http://www.ldonline.org/article/63842/

Zorfass, J., Gray, T., & PowerUp What Works. (2015b). Organizing patterns in mathematics. Retrieved from http://www.ldonline.org/article/63844/

Zorfass, J., Han, A., & PowerUp What Works. (2014). Using visual representations in mathematics. Retrieved from http://www.ldonline.org/article/61885/

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