4) A rectangle in the first quadrant has can be made with its lower left vertex at the origin, one side along the x-axis, one side along the y-axis, and upper right vertex on the graph of y = 27 – x3. Denote the upper right vertex of the rectangle as (x, y), with x and y measured in meters. 30 (x, y) 25 20 y = 27 – x3 15 10 1 2 3 a) Find a formula for P(x) the perimeter of the rectangle with right side at location x (as a function of x). P(x) = b) What is the interval of interest for P(x)? Explain. x in

4) A rectangle in the first quadrant has can be made with its lower left vertex at the origin, one side along the x-axis, one side along the y-axis, and upper right vertex on the graph of y = 27 – x3. Denote the upper right vertex of the rectangle as (x, y), with x and y measured in meters. 30 (x, y) 25 20 y = 27 – x3 15 10 1 2 3 a) Find a formula for P(x) the perimeter of the rectangle with right side at location x (as a function of x). P(x) = b) What is the interval of interest for P(x)? Explain. x in

Name: 4a. 4b. 4) A rectangle in the first quadrant has can be made with its
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Description: 4a. 4b. 4) A rectangle in the first quadrant has can be made with its lower left vertex at the origin, one side along the x-axis, one sidealong the y-axis, and upper right vertex on the graph of y = 27 – x3. Denote the upper right vertex of the rect

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter3: Functions And Graphs

Section: Chapter Questions

Problem 7DE

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