Integer Exponent: In algebra, an integer exponent is a positive or negative whole number that indicates how many times a base number is multiplied by itself.
Negative Integer Exponent Rule: The negative integer exponent rule states that when a base number is raised to a negative integer exponent, it is equal to the reciprocal of the base number raised to the positive value of the exponent. For example, if x is non-zero and n is a negative integer, then x^n = 1/(x^-n) or (1/x)^n.
To make ½ smaller, you can multiply it by a number greater than 1. For example, multiplying ½ by 2 gives you 1/1, which is equivalent to 1.
Define-Integer Exponent
Define-Negative Integer Exponent Rule
Define-How would you make ½ smaller?
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