SubProblems+1B

1. Breaking up a problem into parts is a strategy that can be used for solving complicated problems. Example: x³-x³+32-x+4x-9 x³-x³ 4x-x=3x 32-9=23 Answer: 4x+23
 * Su**[[image:subproblems.png align="right"]]**bproblems**
 * o True** o False
 * Can be broken into:**

1. Many times, you can divide a problem into smaller problems, which are sub problems, to find the bigger problem’s answer. An example of a problem solved by smaller sub problems is a problem like this one. You would break the shape up into smaller shapes, find the area of those smaller spaces, and add them up to find the total area of the shape. edited by Natalie Sanchez

Sub problems 4x+3+5x2-x+3 you can combine the terms 4x-x because they both are like terms. You can do the same for 3+3 but you cannot combine the 5x2 with nothing because there aren’t any like terms like 5x2. you will end up with 3x+6+5x2 when you combine the terms.
 * __Jareese Long__**