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Use the Quotient Rule for Exponents Simplify using the quotient rule. Assume the variables do not equal zero. $\frac{h^{-10}}{h^{-2}}$ 

   Use the Quotient Rule for Exponents Simplify using the quotient rule. Assume the variables do not equal zero.
$\frac{h^{-10}}{h^{-2}}$
Intermediate Algebra with P.O.W.E.R. Learning
Intermediate Algebra with P.O.W.E.R. Learning
Sherri Messersmith,… 1st Edition
Chapter 6, Problem 112 ↓
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Use the Quotient Rule for Exponents Simplify using the quotient rule. Assume the variables do not equal zero. $\frac{h^{-10}}{h^{-2}}$
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Transcript

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00:01 So in the question we are told to use the quotient rule to solve for the given expression, right? so we need to simplify the expression using the quotient rule.
00:15 So what is the quotient rule? so according to the quotient rule, we can say that for a number a raised to the number b divided by a raised to the power c, can be found as a to the power b minus c.
00:37 So this is what we say, what we call the cautioned rule.
00:45 So let's use this role in order to simplify the given expression.
00:54 So here we have the expression 21 times h to the power 3 by h to the power 7.
01:05 So we can write this expression as using the quotient rule it would be 21 times h to the power 3 minus 7...
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