Thomas calculus chapter 4 exercise 4.5 Q1 & Q2 | Applied Optimization || Lec 90

In this lecture, we will solve Question 1 and Question 2 of chapter 4 exercise 4.5 thomas calculus 14th edition.
Minimizing perimeter: What is the smallest perimeter possible for a rectangle whose area is 16 in^2, and what are its dimensions?
Show that among all rectangles with an 8-m perimeter, the one with largest area is a square.
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Ex#4.5 Ch:4||Applied optimization problems ||Thomas calculus 11th Ed ||full exercise solution
Ex#4.5 Ch:4||Applied optimization problems ||Thomas calculus 11th Ed ||full exercise solution
Ex#4.5 Ch:4||Applied optimization problems ||Thomas calculus 11th Ed ||full exercise solution
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