In the figure, at each.point A.and.B draw.an.approximate tangent line and then use it to answer the following questions.:By f(x)6-The y-coordinate plane is given. The curve f(x)enters the window in the y-axis at y = 4, goes upand right becoming less steep, passes throughthe approximate. point A 12.7.7). changes.direction at thệ approximate point (4, 9.1), goesdown and right becoming more steep, passesthrough the approximate point B (5, 8.8), andexits the Windew in the first quadráht.(a) Is f'(x) greater at point A or at point B? Explain.O f(x) is greater at point A. The slope of the tangent line is positive at A.O f(x) is greater at point A. The slope of the tangent line is negative at A.O f(x) is greater at point B. The slope of the tangent line is positive at B.O f'(x) is greater at point B. The slope of the tangent line is negative at B.(b) Estimate f'(x) at point B.O -3

in the figure, at each point A and B draw an approximate tangent line and then use it to answer the following questions. :B y= f(x) The y-coordinate plane is given. The curve fx) enters the window in the y-axis at y = 4, goes up and right becoming less steep, pasšes through the approximate.poiot A 12.7.7). changes. direction at the approximate point (4, 91), goes down and right becoming more steep, passes through the approximate point B (5, 3.8, and exits the bindew in the first quadráht. (a) Is f'(x) greater at point A or at point B? Explain. O f(x) is greater at point A. The slope of the tangent line is positive at A. O f(x) is greater at point A. The slope of the tangent line is negative at A. O f(x) is greater at point B. The slope of the tangent line is positive at B. O f(x) is greater at point B. The slope of the tangent line is negative at B. (b) Estimate f'(x) at point B. O -3 3.

in the figure, at each point A and B draw an approximate tangent line and then use it to answer the following questions. :B y= f(x) The y-coordinate plane is given. The curve fx) enters the window in the y-axis at y = 4, goes up and right becoming less steep, pasšes through the approximate.poiot A 12.7.7). changes. direction at the approximate point (4, 91), goes down and right becoming more steep, passes through the approximate point B (5, 3.8, and exits the bindew in the first quadráht. (a) Is f'(x) greater at point A or at point B? Explain. O f(x) is greater at point A. The slope of the tangent line is positive at A. O f(x) is greater at point A. The slope of the tangent line is negative at A. O f(x) is greater at point B. The slope of the tangent line is positive at B. O f(x) is greater at point B. The slope of the tangent line is negative at B. (b) Estimate f'(x) at point B. O -3 3.

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter7: Analytic Trigonometry

Section7.6: The Inverse Trigonometric Functions

Problem 94E

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