Problem #4: Consider the function whose graph is given below. 1\" 3 _ 2 m I l I 4 2 0 2 Find all values of x for which the function is discontinuous. (A) 4,2,2 only (B) D, 6 only (C) 4, 2,0, 2, 4 only (D) 4,2, 2, 4 only (E) 4, 2, 0,2,4, 6 (F) 2, 2 only (G) 2,2,4 only (H) 2,0, 2 only Problem #4: Just Save Submit Problem ad for Grading Problem #4 Attempt #1 Attempt #2 Attempt #3 Your Answer: Your Mark: Problem #5: Letf(x) = 4x2 10):. (8) Find the average rate of change of f(.t) with respect to x, as .1: changes from .t = 0 to .t = %. ('3') Which of the given limits is equal to the derivative of f (x)? (C) Evaluate the limit in (b) and then use the result to nd the instantaneous rate of change of f{x) at x = 0. _ Average rate of change. Problem #5(a). Round your answer to 2 decimals 2 2 . 4(x+h) 10x10h4x2+10x . 4(x+h) leh4x2lx 2} h (B) h'b h 2 2 . 4(x+h) 10x+10h4x2+10x . 4{x+h) 10xh4x2+10x (E) . 4(x+h)210x+10h4x210x (F) . 4{x+h)210x10h4x21x #330 h ski}; h 2 2 . 4(x+h) le+h4xzlx . 4(x+h) le+h4x2+lx Problem #5(b): Derivative of for). Problem #50:): Instantaneous rate of change. (A)