# How to make math restrictions

## How to do powers in math

Determine whether the base is negative or positive.

Check the position of the brackets, especially if you are working with a negative base. Notice that (-3) ^ 4 is different from -3 ^ 4.

For a positive base, multiply the number by the exponent. For 5 ^ 3, multiply 5_5_5 to get your answer of 125.

For a base with the negative sign in brackets, hold the negative symbol in front of each multiplication process. For example (-3) ^ 4 would be multiplied as (-3)*(-3)*(-3) * (- 3) to get to your answer of 81.

For negative-sign exponents with no parentheses, store the negative symbol until you have multiplied the base. Example: -3 ^ 4 is multiplied by - (3) (3) (3) (3) to get an answer of -81.

If you have an equation that consists of two exponents with the same base, you can add the exponents for simplicity. For example, 2 ^ 3_2_4 can be converted to 2 ^ 7. Then you can solve the equation as usual.

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