In Exercises 36–38, find the point on the given curve closest tothe specified point. Recall that if you minimize the square ofthe distance, you have minimized the distance as well. 36. (1, 1) and √x +√y = 237. (0, 0) and xn + yn = 1 for n a positive, odd integer38. (0, 0) and xn + yn = 1 where n > 2 is a positive, eveninteger
In Exercises 36–38, find the point on the given curve closest tothe specified point. Recall that if you minimize the square ofthe distance, you have minimized the distance as well. 36. (1, 1) and √x +√y = 237. (0, 0) and xn + yn = 1 for n a positive, odd integer38. (0, 0) and xn + yn = 1 where n > 2 is a positive, eveninteger
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.3: The Natural Exponential Function
Problem 43E
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In Exercises 36–38, find the point on the given curve closest to
the specified point. Recall that if you minimize the square of
the distance, you have minimized the distance as well.
36. (1, 1) and √x +√y = 2
37. (0, 0) and xn + yn = 1 for n a positive, odd integer
38. (0, 0) and xn + yn = 1 where n > 2 is a positive, even
integer
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