Start with 1. By definition this is the zero exponent of all non zero numbers. Let’s use A to denote the base.
A^0 = 1
A^1 = 1 * A (multiply by one A)
A^2 = 1 * A * A (multiply by two A’s)
A^3 = 1 * A * A * A (and so forth)
A^(-1) = 1 / A (divide by one A)
A^(-2) = (1/A)/A = 1/(A*A) (divide by two A’s)
A^(-3) = ((1/A)/A)/A) = 1/ (A*A*A) (divide by three A)
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