A video game company finds the daily total cost of producing 375 games is $36,300. It also finds that if no games are made, the company still has daily total costs of $27,300. Each game is sold to the public for $39. What is the minimum number of games that must be sold on any given day for the company to begin turning a profit that day?
A video game company finds the daily total cost of producing 375 games is $36,300. It also finds that if no games are made, the company still has daily total costs of $27,300. Each game is sold to the public for $39. What is the minimum number of games that must be sold on any given day for the company to begin turning a profit that day?
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter8: Polynomials
Section8.1: Adding And Subtracting Polynomials
Problem 58PPS
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A video game company finds the daily total cost of producing 375 games is $36,300. It also finds that if no games are
made, the company still has daily total costs of $27,300. Each game is sold to the public for $39.
What is the minimum number of games that must be sold on any given day for the company to begin turning a profit
that day?
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A video game company finds the daily total cost of producing 375 games is $36,300. It also finds that if no games are
made, the company still has daily total costs of $27,300. Each game is sold to the public for $39.
What is the minimum number of games that must be sold on any given day for the company to begin turning a profit
that day?
Submit answer
Answers (in progress)
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