Teaching skills, then providing problems to practice those skills
Three things to differentiate: the concepts, principles, and/or skills: adjustments in activities that help students make sense of, and come to own, the ideas and skills being taught ; and culminating projects that allow students to demonstrate and extend what they have learned.
To make sense of the math, reason about and understand math concepts and ideas
Provides teachers with a means of assigning different tasks within the same lesson or unit. The tasks may vary according to readiness, interest and learning style.
A brief daily practice where students mentally solve computation problems and talk about their strategies, as a way to dramatically transform teaching and learning in the math classroom.
Teaching the process of problem solving (understand, design a strategy, implement, look back)
Students can be grouped based on readiness, interest, or learning profile. Groups don't necessarily have to be homogeneous and they are constantly changing.
To know mathematical facts, compute and do the math in an accurate and efficient manner.
Can be organized so students need to finish one square before moving to the next, they can be random, or can be organized in a specific way. The level of difficulty of the activities can vary or stay consistent.
Teaching content through real context, problems, situations, and models
A way to group students based on Howard Gardner's work.
This activity is based on multiple levels of learning domains from low to higher levels of thinking. Students consider a concept or activity from six different perspectives.
To differentiate the skill level and background knowledge of the child.
This strategy involves setting up different spots in the classroom where students work on various or leveled tasks simultaneously. Teachers can place collections of materials where students can explore and/or practice skills .
A way to differentiate by adjusting modality(i.e., a visual, auditory, tactile, or kinesthetic learner), grouping preferences (i.e., individual, small group, or large group), and environmental preferences (i.e., lots of space or a quiet area to work)
Alternate learning activities based on advanced content and individual student interest. This is a differentiated strategy designed for academically advanced students.
A discussion at the end of a lesson where the students review the learning.