Question

A store sells x televisions at a full price of $950 per television. After 2 months of full price sales, they discount the price to $700 and sell y discounted television. What does the following expression represent?


950x + 700y
---------------------
x +y



A. the number of televisions sold


B. the average number of televisions sold


C. the revenue of the store


D. the average price of the televisions sold

Answer 1

the answer is c (can i have a brainliest please

Answer 2

Answer:

C.Revenue of the store

Step-by-step explanation:

We are given that

Cost of 1 television=$950

Cost of x television =950x

After 2 months off full price sales

Number of television sells=y

Cost of 1 television=$700

Cost of y television=700y

Total number of television sold=x+y

Total income=950x+700y

Revenue is the total amount generated by sales of good or services related to the company's primary operation.

Therefore,revenue of the store is given by

$\frac{950x+700y}{x+y}$

Therefore , given expression $\frac{950x+700y}{x+y}$ represent the revenue of the store.

Answer: C.Revenue of the store