Suppose that z varies jointly with the cube of x and the square of y. Find the constant of proportionality k if z = 5600 when y = 4 and x = 5. %3D k = 2.8 Using the k from above write the variation equation in terms of x and y. 2.8a*y2 Z = 2.8x3, Using the k from above find z given that y = 7 and x = 13. %3D z = 2109998

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.6: Variation
Problem 2E
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Suppose that z varies jointly with the cube of x and
the square of y.
Find the constant of proportionality k if z = 5600
when y
%3D
4 and x = 5.
k =| 2.8
%D
Using the k from above write the variation equation
in terms of x and y.
2.8a*y2
Z =
Using the k from above find z given that y = 7 and x
= 13.
%3D
z = 2109998
Transcribed Image Text:Suppose that z varies jointly with the cube of x and the square of y. Find the constant of proportionality k if z = 5600 when y %3D 4 and x = 5. k =| 2.8 %D Using the k from above write the variation equation in terms of x and y. 2.8a*y2 Z = Using the k from above find z given that y = 7 and x = 13. %3D z = 2109998
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