Which ordered pairs lie on the graph of the exponential function f(x)=2^(x+4)−8? select each correct answer. (2,  56) (−2,−4)(−2,−4) (8,  0)(24,  1)

Given the function



Consider the point (2, 56) i.e. when x = 2



Therefore, point (2, 56) lie on the graph of the given exponential function.

Consider the point (-2, -4) i.e. when x = -2



Therefore, point (-2, -4) lie on the graph of the given exponential function.

Consider the point (8, 0) i.e. when x = 8



Therefore, point (8, 0) does not lie on the graph of the given exponential function.

Consider the point (24, 1) i.e. when x = 24



Therefore, point (24, 1) does not lie on the graph of the given exponential function.

Need to see the diagram

Ican't solve. your equation is impossible. you can't have two equal signs.