what are all the real zeroes of y=(x-12)^3-7

Answer 1

To find the real zeroes of the function y = (x - 12)^3 - 7, we need to solve for the values of x for which y = 0.

0 = (x - 12)^3 - 7
(x - 12)^3 = 7
x - 12 = ∛7
x = ∛7 + 12

Therefore, the only real zero of the function y = (x - 12)^3 - 7 is x = ∛7 + 12.