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Simplify. Do not use negative exponents in the answer.$\left(\frac{p^{3}}{2}\right)^{-2}$
$$\frac{4}{p^{6}}$$
Algebra
Chapter 5
Exponents and Polynomials
Section 2
Zero and Negative Exponents
Polynomials
Missouri State University
Oregon State University
Idaho State University
Lectures
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and that's a question it's required to simplify the following expression on. As you can see, there's a fraction which is debates off. This power on the export is negative. So first I would like to get rid off this negative exponents and trade Toby Postive. This can be done by taking the risk broken off this fraction. So what's the What's the meaning? Offers a polka. It's mean that the what waas indeed denominator will become in the numerator. So, too, is now in the numerator, and what was in the denominator will become in the what was in the new generator will becoming denominator. So Peter off three, is now. Indeed don't enter and the whole fraction it's bull off positive, too. So now what's left is to distribute. This explained to inside the brackets so fair it's tooth bought off. One. Distributing to inside the rockets mean tow the multiply this external explored by each A in terry inside exploits. So this is to the power off one multiplied by two, which is two over p to the power off. Three multiplied by 23 months of blood by two is six and now this is total war off to which is to wander by itself twice. And this equals 24 over B to the power off six. So this is the solution.
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