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How do you simplify #(7/4)^3#?

Question

How do you simplify #(7/4)^3#?
How do you simplify #(7/4)^3#?

Answers

#(7/4)^3= 7/4 * 7/4 * 7/4 = (7*7*7)/(4*4*4) = 7^3/4^3#

For any fraction and #(p/q)^n = p^n/q^n#, so

#(7/4)^3= 7^3/4^3 = (49*7)/(16*4) = 343/64#


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