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1) Deliberate with your group about how you might approx- imate the function g(x) = e about z = 0. Explain your thinking. (2) Use one of the discussed methods to approximate the func- tion using a line L(z)= ao+az. Draw the linear approx- imation L(r) on the graph. 8 7 6 5 2 (3) Find a formula for the tangent line of an arbitrary function f(r) about at the point = 0.

1) Deliberate with your group about how you might approx- imate the function g(x) = e about z = 0. Explain your thinking. (2) Use one of the discussed methods to approximate the func- tion using a line L(z)= ao+az. Draw the linear approx- imation L(r) on the graph. 8 7 6 5 2 (3) Find a formula for the tangent line of an arbitrary function f(r) about at the point = 0.

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 91E
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(A) Let us first do LINEAR approximations. We want to approximate the function g(x)= e about z = 0. Y 1) Deliberate with your group about how you might approx- imate the function g(x)= e about z = 0. Explain your thinking. (2) Use one of the discussed methods to approximate the func- tion using a line L(z)= ao+az. Draw the linear approx- imation L(r) on the graph. 87 65 (3) Find a formula for the tangent line of an arbitrary function f(r) about at the point z=0. HITEL 2 et
Transcribed Image Text:(A) Let us first do LINEAR approximations. We want to approximate the function g(x)= e about z = 0. Y 1) Deliberate with your group about how you might approx- imate the function g(x)= e about z = 0. Explain your thinking. (2) Use one of the discussed methods to approximate the func- tion using a line L(z)= ao+az. Draw the linear approx- imation L(r) on the graph. 87 65 (3) Find a formula for the tangent line of an arbitrary function f(r) about at the point z=0. HITEL 2 et
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