At a price of x dollars, the supply function for a music player is q = 80e0.003, where q is in thousands of units. How many music players will be supplied at a price of 175? (Round to the nearest thousand.) thousand units Find the marginal supply Marginal supply(x) = Which is the best interpretation of the derivative? O The rate of change of the quantity supplied as the price increases O The rate of change of the price as the quantity supplied increases O The price at a given supply of units O The number of units that will be demanded at a given price O The quantity supplied if the price increases

College Algebra
7th Edition
ISBN:9781305115545
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter2: Functions
Section2.4: Average Rate Of Change Of A Function
Problem 2E
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At a price of x dollars, the supply function for a music player is q = 80e0.003, where q is in
thousands of units.
How many music players will be supplied at a price of 175? (Round to the nearest thousand.)
thousand units
Find the marginal supply
Marginal supply(x) =
Which is the best interpretation of the derivative?
O The rate of change of the quantity supplied as the price increases
O The rate of change of the price as the quantity supplied increases
O The price at a given supply of units
O The number of units that will be demanded at a given price
O The quantity supplied if the price increases
Transcribed Image Text:At a price of x dollars, the supply function for a music player is q = 80e0.003, where q is in thousands of units. How many music players will be supplied at a price of 175? (Round to the nearest thousand.) thousand units Find the marginal supply Marginal supply(x) = Which is the best interpretation of the derivative? O The rate of change of the quantity supplied as the price increases O The rate of change of the price as the quantity supplied increases O The price at a given supply of units O The number of units that will be demanded at a given price O The quantity supplied if the price increases
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