Given the function f(x), Priya finds f'(x) and then finds that f(4) = 8 and f'(4) = 10. Use this information to answer the following. Interpret f(4) = 8. A. When x = 8, the slope of the line tangent to f(x) is 4. B. When x = 4, the slope of the line tangent to f(x) is 8. C. The function f(x) goes through the point (4,8). D. The function f(x) goes through the point (8,4). Interpret f'(4) = 10 A. When x = 4, the slope of the line tangent to f(x) is 10. B. When x = 10, the slope of the line tangent to f'(x) is 4. C. When x = 10, the slope of the line tangent to f(x) is 4. D. When x = 4, the slope of the line tangent to f'(x) is 10. Find another interpretation of f'(4) = 10. A. When x = 10, the instantaneous rate of change in f'(x) is 4. B. When x = 10, the instantaneous rate of change in f(x) is 4. OC. When x = 4, the instantaneous rate of change in f'(x) is 10. OD. When x = 4, the instantaneous rate of change in f(x) is 10. O ΟΟ

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