To encourage bulk buying a company reduces the list price of $9000 per unit by seven cents times the number of units bought write a function statement for the company's revenue (R) from a particular distributor that buys x units

R (x) = blank

Question

Mathematics

Lane Atkins

27 June, 02:12

To encourage bulk buying a company reduces the list price of $9000 per unit by seven cents times the number of units bought write a function statement for the company's revenue (R) from a particular distributor that buys x units

R (x) = blank

+2

Answers (1)

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Isabela Mathis · Answer 1

R (x) = 8999.93x

Step-by-step explanation:

The original price is $9000 per unit. The unit is x, so if you buy x units, you pay 9000x.

The original price function is

R (x) = 9000x

The discount is 7 cents per unit bought, so if you buy x units, the discount is 9x in cents, or 0.09x in dollars. This discount is subtracted from the original price, so the discounted price is

R (x) = 9000x - 0.07x

R (x) = 8999.93x

Answer: R (x) = 8999.93x

To encourage bulk buying a company reduces the list price of $9000 per unit by seven cents times the number of units bought write a function statement for the company's revenue (R) from a particular distributor that buys x unitsR (x) = blank

To encourage bulk buying a company reduces the list price of $9000 per unit by seven cents times the number of units bought write a function statement for the company's revenue (R) from a particular distributor that buys x units

R (x) = blank