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Negative exponents rule2/8/2024 We should start by writing the expression in its reciprocal form, which makes the negative exponent positive: (5/4)3×(3/10)2.The following example shows how to multiply negative exponents. Using the same rules we use to multiply positive exponents, we multiply negative exponents. After they are converted to fractions, negative exponents become easy to solve because they can be expressed as fractions. Multiplying negative exponents is the same as multiplying any other number. When the sign of an exponent changes, negative exponents become fractions. To see how fractions change from negative exponents, let’s take another example.Ģ -1 can be written as 1/2 and 4 -2 is written as 1/4 2. A negative exponent changes fractions to numbers. With a negative exponent, we get the inverse of the number.
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