6) The number of cars produced when x dollars is spent on labor and y dollars is spent on capital invested by a manufacturer can be modeled by the equation 30x3y3 = 360. (Both x and y are measured in thousands of dollars.) Find dx and evaluate at the point (27, 8). а. b. Interpret the result of a.

Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
6th Edition
ISBN:9781337111348
Author:Bruce Crauder, Benny Evans, Alan Noell
Publisher:Bruce Crauder, Benny Evans, Alan Noell
Chapter5: A Survey Of Other Common Functions
Section5.1: Logistic Functions
Problem 20E: Modeling Human Height with a Logistic Function A male child is 21inches long at birth and grows to...
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6) The number of cars produced when x dollars is spent on labor and y dollars is spent on capital
1 2
invested by a manufacturer can be modeled by the equation 30x3y3 = 360. (Both x and y are
measured in thousands of dollars.)
dy
dx
b. Interpret the result of a.
a. Find
and evaluate at the point (27, 8).
7) Suppose that a particle moves along a straight line with velocity defined by
v(t) = t? – 3t – 18, where 0<t<6 (in meters per second). Find the displacement at time t and the
Transcribed Image Text:7 PTC Pathway | Login B Final Project for MAT 130 80 -M X O MAT 130 Final Project corrected b (T A profit is earned when rever L JPG to PDF - Convert your Imag x + O File | /home/chronos/u-6c66170ade73c101c1132bd496bb7b0cebb33eb9/MyFiles/Downloads/MAT%20130%20Final%20Project%20corrected.pdf Student Loans e PTC Pathway | Login B Homepage - Piedm. O isolved HCM C MyCharleston Sy substitution integra.. Sy Definite Integral Cal. Sy function average 8-. Sy area -7x+16, -8x+3,. 6) The number of cars produced when x dollars is spent on labor and y dollars is spent on capital 1 2 invested by a manufacturer can be modeled by the equation 30x3y3 = 360. (Both x and y are measured in thousands of dollars.) dy dx b. Interpret the result of a. a. Find and evaluate at the point (27, 8). 7) Suppose that a particle moves along a straight line with velocity defined by v(t) = t? – 3t – 18, where 0<t<6 (in meters per second). Find the displacement at time t and the
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