by inspecting the graph of the function, find the absolute maximum and absolute minimum on the given…

by inspecting the graph of the function, find the absolute maximum and absolute minimum on the given interval.\n\n$f(x)=-sqrt3{x}+3$ on $8,27$\n\nchoose the correct graph below.\n\na.\nb.\nc.\nd.

by inspecting the graph of the function, find the absolute maximum and absolute minimum on the given interval.\n\n$f(x)=-sqrt3{x}+3$ on $8,27$\n\nchoose the correct graph below.\n\na.\nb.\nc.\nd.

Answer

Explanation:

Step1: Calculate function values at endpoints

For (x = 8): (f(8)=-\sqrt[3]{8}+3=-2 + 3=1) For (x = 27): (f(27)=-\sqrt[3]{27}+3=-3 + 3=0)

Answer:

The absolute maximum is (1) (at (x = 8)) and the absolute minimum is (0) (at (x = 27)).