Question

QUESTION 1: PART A: For the curve $f(x) = \frac{11}{2x-9}$ at P(10, 1). i) find the slope of the tangent at the given point ii) find the equation of the tangent at the given point iii) sketch the curve and the tangent PART B: Using $\pi$/6 intervals, find the average rate of change for the function f (x) = cos x from 0 to 2$\pi$. Plot the average rate of change and f(x) on the same graph, noting any similarities and differences.

          QUESTION 1:
PART A: For the curve $f(x) = \frac{11}{2x-9}$ at P(10, 1).
i) find the slope of the tangent at the given point
ii) find the equation of the tangent at the given point
iii) sketch the curve and the tangent
PART B: Using $\pi$/6 intervals, find the average rate of change for the function f (x) = cos x from 0 to 2$\pi$. Plot the
average rate of change and f(x) on the same graph, noting any similarities and differences.

QUESTION 1:
PART A: For the curve f(x) = (11)/(2x-9) at P(10, 1).
i) find the slope of the tangent at the given point
ii) find the equation of the tangent at the given point
iii) sketch the curve and the tangent
PART B: Using π/6 intervals, find the average rate of change for the function f (x) = cos x from 0 to 2π. Plot the
average rate of change and f(x) on the same graph, noting any similarities and differences.

Added by Teresa V.

Precalculus with Limits

Ron Larson 2nd Edition

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Solved by Expert Sai Sai

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QUESTION 1: PART A: For the curve f(x) 3+9 at P(10,1) i) find the slope of the tangent at the given point ii) find the equation of the tangent at the given point iii) sketch the curve and the tangent PART B: Using T/6 intervals, find the average rate of change for the function f (x) = cos x from 0 to Zi: Plot the average rate of change and flx) on the same graph, noting any similarities and differences.