# Strategies For Math Problem Solving We discuss below several that will be of value for problems on this web-site and in books on problem solving.In this site we have linked the problem solving lessons to the following groupings of problem solving strategies.The idea is that you use your first incorrect guess to make an improved next guess. In relatively straightforward problems like that, it is often fairly easy to see how to improve the last guess. Children themselves take the role of things in the problem.

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The best way to become a skilled problem solver is to learn the background material well, and then to solve a lot of problems! I could use this strategy when there are a limited number of possible answers and when two items are the same but they have one characteristic that is different.

21 (2 1=3) No 23 (2 3 = 5) No 25 (2 5= 7) Yes Using the same process we see there are no other numbers that meet this criteria. By using the strategy elimination, we have found our answer.

Strategies are things that Pólya would have us choose in his second stage of problem solving and use in his third stage (What is Problem Solving? So they are some sort of general ideas that might work for a number of problems. As speaking in riddles isn’t likely to be of much assistance to you, let’s get down to some examples.

First, the student is taught a 7-step process for attacking a math word problem (cognitive strategy).

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