Prove that any number raised to the 0'th power equals 1
1 answer:
(a number)^to the 'A' power, divided by (the same number)^to the 'B' power =
(the same number)^(A - B) power
If 'A' = 'B', then the numerator and the denominator are both
(the same number)^to the same power,
and since (A - B = 0) , the quotient is (the same number)^to the ( 0 ) power.
But a fraction with the same thing in the numerator and the denominator is '<em><u>1</u></em> '.
qed
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