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“If you can’t solve a problem, then there is an easier problem you can solve: find it.” If a problem seems overwhelming, has a lot of steps, or very large numbers, try to solve a simpler version or a similar problem to help get you going in the right direction. For example, I was recently working with a third grader on some story problems.
You can get better and better at solving problems, both by building up your background knowledge and by simply practicing. As you solve more problems (and learn how other people solved them), you learn strategies and techniques that can be useful.
Appendix 1 summarizes the problem-solving strategies and some key terms explored in the book. It also provides additional information about effective ways to use games in education.
Word Problems: Algebra 1 and 2. Topics include translating words to operations, linear systems, mixture, work, and rate problems, area, and more.
solve problems. make products that are valued in a particular culture. be flexible, creative, and original. think about thinking. locate the appropriate route to a goal. capture and transmit knowledge.
You may use the work-backwards strategy to solve the following simple math problems as well as the story problems in this Math Challenge. Start with the end result and undo each step or reverse the operation on each
Here are some strategies to solve a math problem. Make sense of problems and persevere in solving them. They all start with read the problem carefully to figure out what it asks. Read each sentence carefully to make sure you comprehend it. Decide what the problem includes that you need to use to solve it.
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