Question

Find the marginal revenue for producing x units. (The revenue is measured in dollars.) $R = 30(10x - x^{3/2})$ $\frac{dR}{dx} = $ dollars per unit

          Find the marginal revenue for producing x units. (The revenue is measured in dollars.)
$R = 30(10x - x^{3/2})$
$\frac{dR}{dx} = $ dollars per unit

Find the marginal revenue for producing x units. (The revenue is measured in dollars.)
R = 30(10x - x^3/2)
(dR)/(dx) = dollars per unit

Added by Matthew G.

Calculus: Early Transcendentals

James Stewart 8th Edition

Instant Answer

Solved by Expert Ma. Theresa Alin

05/22/2022

Step 1

Given: R = 3010x - x^(3/2) To find dR/dx, we need to differentiate R with respect to x. Show more…

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Find the marginal revenue for producing x units. (The revenue is measured in dollars.) (dR)/(dx)=,x^(dollars per unit ) dollars per unit Find the marginal revenue for producing x units.(The revenue is measured in dollars.) R=3010x-x3/2 dR dx dollars per unit X Submit Answer