The O! Company sells a juice in 1 gallon bottles. The current retail price of the juice is $3.50 for 1 gallon. In order to remain competitive, the company will decrease the price to $3.20.

a. What percent of the original price are consumers going to pay?

b. Suppose the company's cost per 1 gallon is $2.70. What is the markup if they sell each gallon at &3.20? What is the markup if they sell each gallon at 3.50?

Question

Luciana Berry

Mathematics

2 August, 17:07

The O! Company sells a juice in 1 gallon bottles. The current retail price of the juice is $3.50 for 1 gallon. In order to remain competitive, the company will decrease the price to $3.20.

a. What percent of the original price are consumers going to pay?

b. Suppose the company's cost per 1 gallon is $2.70. What is the markup if they sell each gallon at &3.20? What is the markup if they sell each gallon at 3.50?

+3

Answers (1)

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Sage Odonnell · Answer 1

A) that's a $.30 decrease so to find the percent you do the formula

3.50x=.30

3.50x/3.50=.30/3.50

X=.0857

.0857=8.57% so$3.20 is 8.57% of $3.50

B) $3.20 markup=18.5% and $3.50 markup is 29.6% but this depends on where you round up at and you get the answer the same way, with the formula $2.70x=.80 because $3.50-$2.70 =.80