![]() ![]() To understand negative exponents, first review what we mean by positive (integer). The next problem is a fraction with a negative exponent on top, but only positive exponents on the bottom: The. Version 1: Use the negative exponent rule and then quotient ruleįirst, we apply the negative quotient rule that says as long as all the factors are being multiplied or divided together (no addition or subtraction) then we can move a factor with a negative exponent to the opposite side of a fraction and change the exponent to a positive. Negative exponents are an extension of the initial exponent concept. ![]()
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