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negative exponents:
3^-2 = 1/3^2
do the reciprocal

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If a term doesn't have a specified exponent it is 1 

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(Madison Van pelt)

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You have to follow PEMDAS

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follow order of operations and pay attention to where the exponents are

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Make sure they definitely understand that 5^2 is NOT 5*2, my younger brother always messes that up.
1) A^b*A^c=A^b+c
2)A^b/A^c=A^b-c
3) A^-b= 1/A^B
4) (A^b)^c=A^b*c

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When you multiply two numbers with different exponents but the same base, you can keep the base the same and add the exponents.

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Pemdas

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pay close attention to if the exponent is negative or positive 

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pay close attention to if the exponent is negative or positive 

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Be careful dealing with the exponents and remember the rules to exponents.

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When something is to the power of 0 it equals 1

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When something is to the power of 0 it equals 1

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Something to the power of zero is 1. Many rules to exponents. Use order of operations. Ex: 5^2,3,4 etc.

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Something to the power of zero is 1. Many rules to exponents. Use order of operations. Ex: 5^2,3,4 etc.

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(a^x)^y=a^xy

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You have to follow PEMDAS

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Use PEMDAS

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If a term doesn't have a specified exponent it is 1 

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If a term doesn't have a specified exponent it is 1 

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adding or subtracting exponents will not give the exponent a larger or smaller value

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x^m*x^n = x^m+n

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When you are dividing exponents, pay attention to the signs because two negatives make a positive when you subract top from bottom