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Negative indices indicate that a number's power is negative.
Question 1: What happens when the indices are negative?
Negative indices have a negative sign in front of their powers (also known as exponents).
E.g. x^-3, 5^-2 are examples of negative indices.
Question 2: How do negative indices work?
We place the term over 1 and flip it to make the negative index positive, which is known as its reciprocal, then solve the denominator.
x^-3 = 1/(x)^3
5^-2 = 1/(5)^2
Question 3: How do you solve indices with negative exponents?
We flip the base and exponent into the reciprocal form, then solve the denominator. To get the final answer, we divide the numerator by the denominator.
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