greenseal333Lv1
30 Nov 2021
Problem 11
Page 253
Section: Focus on Problem Solving
Chapter 3: Differentiation Rules
Textbook ExpertVerified Tutor
30 Nov 2021
Given information
The equation of ellipse is given that is
Step-by-step explanation
Step 1.
Let us consider that and are the tangent and normal lines to the ellipse at any point on the ellipse in the quadrant.
are the and intercepts of are the and intercepts of .
The information is shown in figure as follows:
As moves along the ellipse in the first quadrant, we have to guess the value of , then find the exact values by direct calculation.
As moves to the point along the ellipse in the first quadrant .
As moves to the point along the ellipse in the first quadrant
As moves to the point along the ellipse in the first quadrant
As
moves to the point along the ellipse in the first quadrantTo solve the problem actually, differentiate with respect to