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Simplify. Do not use negative exponents in the answer.$\frac{2^{-2} g^{-2} h^{-3}}{9^{-1} h^{-3}}$
$$\frac{9}{4 g^{2}}$$
Algebra
Chapter 5
Exponents and Polynomials
Section 2
Zero and Negative Exponents
Polynomials
Campbell University
Oregon State University
McMaster University
University of Michigan - Ann Arbor
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And that's a question. There's an extra operation which needed to be simplified. So it's divide This expressed into three groups The first group, which has tthe e a base as concert numbers, dressed to here at nine here on both have the explosions are post and they get to So this is D Let's say the first the rope a second ago. Oh, let's say just alone the power which has only based off G. So this is only the one which has the base off. Three. The second group, which has debates off EJ and there are two powers, will have the same base. Wretch. So this is the first group says it's a negative exponents, negative explained. I wanted to be positive on this is done by think there is a broken off this expression off this fraction. So nine now will become in the numerator and would be to the board of one over to now will become indeed donator, and the exploit would become posted to Jesus. What off? Minus two I wanted to be also says it's alone. I was just to eliminate the negative explained and turn it to positive. So also, I digress. Broken of G and G will now become indeed dominator, So it's G. The board off Positive explained to what's left is each may have etch pour off miles a tree over EJ dwarf mines. Three on this is edge to the power already common based edge and we'll be to the power off, the first explained Indian operator, minus the second explosion, which is indeed denominator, which is also my three. So what's in the numerator minds? The divine nature? It's the rules of explained which say that the division off to power's off the same beds who will subtract the explosion? So it's 13 miles minds a tree on this is clearly zero. So this board of zero is one because whatever whenever they explained is zero. The result power would be one. So the expression has the following simplified form, which is 9/2 to the power off. Two is four multiplied by G. The power off too. So this is dissolution
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