(x to the power a) b to the power plus c. (x to the power b) a to the power c
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(x to the power a) b to the power plus c. (x to the power b) a to the power c
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Answer:
{ x^[a(b – c)] / x^[b(a – c)] } / (x^b / x^a)^c = 1
If so, then the first thing that I’ll do is simplify the exponents. Distributive properties in the first two and the exponent of an exponent is the product of the exponents in the third:
[ x^(ab – ac) / x^(ab – bc) ] / [x^(bc) / x^(ac)] = 1
Step-by-step explanation:
hope my answer help you