What is the inverse function of f (x) = x3 + 5?

Step-by-step explanation:

Inverse is found by switching y (which is what f (x) is) and x and then solving for the new y. So if we first make f (x) y then we have y = x^3+5 (I'm assuming that means x cubed). Then switch x and y and sole for y, so x = y^3+5. Can you handle it from there?

A small comment, inverses basically mean x and y values flip. So if one function had the coordinates (5, 26) then the inverse would have (26, 5)