Question 2 Consider f(x) = 1/z on (0, 00). Show that for any a E (0, 00), the triangle formed by the tangent line to f at a and the positive x- and y-ares is constant. 1 Question 3 Let f(z) 2r-3z2-6z+2. Find the the equations of all tangent lines to f which are parallel to the line y = 6z. (Express the tangent lines in y= mz+b form.) %3D

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.6: Additional Trigonometric Graphs
Problem 77E
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Question 2 Consider f(x) = 1/z on (0, 00). Show that for any a E (0, 00), the triangle formed by the tangent line
to f at a and the positive x- and y-ares is constant.
1
Question 3 Let f(z) 2r-3z2-6z+2. Find the the equations of all tangent lines to f which are parallel to the
line y = 6z. (Express the tangent lines in y= mz+b form.)
%3D
Transcribed Image Text:Question 2 Consider f(x) = 1/z on (0, 00). Show that for any a E (0, 00), the triangle formed by the tangent line to f at a and the positive x- and y-ares is constant. 1 Question 3 Let f(z) 2r-3z2-6z+2. Find the the equations of all tangent lines to f which are parallel to the line y = 6z. (Express the tangent lines in y= mz+b form.) %3D
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