The function P(x) = - 0.25a² + 150x – 4000 gives the profit when a units of a certain product are sold. Find a) the profit when 50 units are sold dollars b) the average profit per unit when 50 units are sold dollars per unit c) the rate that profit is changing when exactly 50 units are sold dollars per unit d) the rate that profit changes on average when the number of units sold rises from 50 to 100. dollars per unit e) The number of units sold when profit stops increasing and starts decreasing. (Round to the nearest whole number if necessary.) units

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
1st Edition
ISBN:9781680331141
Author:HOUGHTON MIFFLIN HARCOURT
Publisher:HOUGHTON MIFFLIN HARCOURT
Chapter10: Radical Functions And Equations
Section: Chapter Questions
Problem 15CT
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0.25x? + 150x – 4000 gives the profit when x units of a certain product are sold. Find
The function P(r) =
a) the profit when 50 units are sold
dollars
b) the average profit per unit when 50 units are sold
dollars per unit
c) the rate that profit is changing when exactly 50 units are sold
dollars per unit
d) the rate that profit changes on average when the number of units sold rises from 50 to 100.
dollars per unit
e) The number of units sold when profit stops increasing and starts decreasing. (Round to the nearest whole number if
necessary.)
units
Transcribed Image Text:0.25x? + 150x – 4000 gives the profit when x units of a certain product are sold. Find The function P(r) = a) the profit when 50 units are sold dollars b) the average profit per unit when 50 units are sold dollars per unit c) the rate that profit is changing when exactly 50 units are sold dollars per unit d) the rate that profit changes on average when the number of units sold rises from 50 to 100. dollars per unit e) The number of units sold when profit stops increasing and starts decreasing. (Round to the nearest whole number if necessary.) units
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