Joe's Tire shop sells three types of tires. High performance tires sell for $40/tire. Ultra performance tires sell for $50/tire. Extreme performance tires sell for $7O/tire. Last week, the revenue generated by the sales of ultra performance tires exceeded the revenue from the sale of extreme performance tires by $1640. If the tire shop sold a total of 238 tires last week for a total revenue of $11,960, how many of each type of tire were sold? There were high performance tires, ultra performance tires, and extreme performance tires were sold.
Joe's Tire shop sells three types of tires. High performance tires sell for $40/tire. Ultra performance tires sell for $50/tire. Extreme performance tires sell for $7O/tire. Last week, the revenue generated by the sales of ultra performance tires exceeded the revenue from the sale of extreme performance tires by $1640. If the tire shop sold a total of 238 tires last week for a total revenue of $11,960, how many of each type of tire were sold? There were high performance tires, ultra performance tires, and extreme performance tires were sold.
Chapter4: Systems Of Linear Equations
Section4.4: Solve Systems Of Equations With Three Variables
Problem 4.71TI: The community college fine arts department sold three kinds of tickets to its latest dance...
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Solution:
h = number of high-performance tires.
u = number of ultra-performance tires.
e = number of extreme performance tires.
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