O3 If in a monopoly market , the demand for a puluct is P= 175-0.5x and fhe vevenue function is R= pn where 'n is the humber of unit sold, what pnie will maximize yevenue ? Ou Form a profit function for the folming Cast and revenue functions and find the maximuuu þnfit. eru) = I5,oo + 3Sx + 0.ln R(x) = 385x-0.9n²

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 93E
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monopoly market , the demand for
P= 175-0.5x andl fhe vevenue function is R= pn where 'x is the
03 IS in a
a paduct is
hum ber gf units sold, what pnie will mas
mazimize
yeveyue 7
ou Form a following
profit function for the
Cast and revenue
functions and find the maxinum þufit.
Crn) = IS,oo + 3Sx + 0.lu
R(x) = 385x-0.9n²
%3D
Transcribed Image Text:monopoly market , the demand for P= 175-0.5x andl fhe vevenue function is R= pn where 'x is the 03 IS in a a paduct is hum ber gf units sold, what pnie will mas mazimize yeveyue 7 ou Form a following profit function for the Cast and revenue functions and find the maxinum þufit. Crn) = IS,oo + 3Sx + 0.lu R(x) = 385x-0.9n² %3D
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