|
|
 |
 |
Special Education
Teaching Students with Learning and Behavioural Differences
A Resource Guide for Teachers
Academic Considerations - Strategies for Secondary Teachers
Integers and Manipulatives
Many secondary school students can benefit from the use of manipulative materials when studying math. The following illustrates the use of algebra titles.
Combining Integers
|
Numeracy Skills
Mastering basic operations and calculations.
Strategies
- Teach and encourage the appropriate use of calculators.
- Connect all mathematical concepts to real life situations.
- Model and encourage the use of manipulatives and multi-sensory objects or tools for math concepts (e.g. ruler, number line, soup cans).
- Model a variety of ways to solve the same computational problem.
- Provide immediate feedback about the process as the student works.
- Encourage students to compare answers with a study partner as an alternate means of receiving immediate feedback.
- Decrease the volume of questions without compromising the concept covered (this may be most appropriate with drill and practice type questions).
- Provide alternate texts with less complex visual material.
- Encourage the use of graph paper to ensure correct organization of numbers within columns.
- Observe students' work for observable errors in strategy.
Developing problem solving skills.
Strategies
- Recognize the complexity of mathematics as another language system and teach the symbols directly (i.e. 1/2 can mean part to whole relation, can mean a representation of a ratio, can mean finding a quotient).
- Model a variety of problem solving strategies.
- Assist students to develop criteria for choosing a strategy
- Apply reading comprehension strategies to problem solving (i.e. deciding what the main idea is and what information is extraneous to the problem).
- Use simpler problems of the same type to model methods.
- Encourage students to represent problem in pictorial or other visual form before attempting solution.
- Focus students' understanding of algebraic symbols as representing real numbers or operations.
- Permit extended time for problem solving, including presolution stage trial and error.
- Teach prediction and estimation skills.
- Consider the use of pictoral flow charts to plan strategies before setting up equations.
|
|