Circuit Training - Average and Instantaneous Rate of Change Name Directions: Begin in cell #1. Show your work to answer the question. Circle your answer. Search for your answer. Call that cell #2 and continue in this manner until you complete the circuit (get back to the beginning). Attach separate paper or work on a white board as needed to do your best work. NOTE: All problems can be done without a calculator. # _ Answer: - # NI Answer: - 21 Calculate the average rate of change for g(x) = x2 Given the function j(x) = 13x + 21 ... Calculate on the interval [-2,3]. the slope of the secant line on the interval [-1,3]. Answer: Calculate the slope of the tangent line at x = -5. Answer: Search for the sum of the slopes. # Answer: 0 # Answer: 1 Find the instantaneous rate of change of h(x) = = What is the instantaneous rate of change of y = x2 at x = 5? at x = = # Answer: -4 # Answer: - 3 Find the instantaneous rate of change for Some values of differentiable function g(x) are f(x) = 30 - 5x at x = -7. given in the table. Use the data in the table to approximate the instantaneous rate of change of g(x) at x = -1 - 2 0 4. 9 g(x . 3 8 11 # Answer: - # Answer: 10 Determine the average rate of change of y = = What is the rate of change of y = 2vx at x = 16? from x = -2 to x = -. @ Virge Cornelius 2021