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To give the answer without negative exponents, we will use the Negative Exponent Property.
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Negative Exponent Property |
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a^(- n)=1/a^n, for every nonzero number a |
Let's rewrite our expression using this property.
From here, let's continue simplifying using the Quotient of Powers Law and the Negative Exponent Property.
a* 1/b= a/b
Write as a product of fractions
a=a^1
a^m/a^n= a^(m-n)
Subtract terms
a^(- 1)=1/a
1/b* a = a/b
Finally, we will use the Negative Exponent Property again to write our answer without negative exponents.
Next, we will continue simplifying using the Quotient of Powers Law.
Write as a product of fractions
a=a^1
a^m/a^n= a^(m-n)
Subtract terms
a^0=1
Identity Property of Multiplication