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Rewrite each expression below without negative or zero exponents
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How to get rid of negative exponents in Algebra?
First take the reciprocal to get rid of the negative exponent. Then raise (3/2) to the second power. Now, it's going to get a little more tough. One more example. Yes, I know that's a lot of examples to comprehend. My goal was to start easy and progress to harder problems.
When is a number equal to the zero power?
Any number (except 0) to the zero power is equal to 1. Not too hard, is it? Let's look at a couple of example problems and then you can practice a few. **Since 2/3 is in parenthesis, we must apply the power of a quotient property and raise both the 2 and 3 to the negative 2 power.
Are there any monomials that have negative exponents?
Now we are going to study two more aspects of monomials: those that have negative exponents and those that have zero as an exponent. I am going to let you investigate to see if you can come up with the rule on your own!
Last Update: Oct 2021
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