Question

A company produces jam in three flavors: strawberry, raspberry, and grape. Each flavor is sold in 200-gram and 400-gram jars. The 200-gram jars are priced at $3 each, and the 400-gram jars are priced at $5 each. The table gives the number of jars of each jam the company sold in a particular month. 200 gm 400 gm Strawberry 1,250 1,100 Raspberry 1,150 900 Grape 950 1,050 The total revenue from sales of strawberry jam is $. The total revenue from sales of raspberry jam is $. The total revenue from sales of grape jam is $. Among the three flavors, earned the least revenue for the company.

Answer 1

Answer:

Step-by-step explanation:

Answer 2

Given that the 200-gram jars are priced at $3 each, and the 400-gram jars are priced at $5 each. From the table, there were 1,250 jars of 200gm and 1,100 jars of 400gm strawbery jam sold, thus, the revenue from the sales of strawberry jam is given by 3(1,250) + 5(1,100) = 3,750 + 5,500 = $9,250.

From the table, there were 1,150 jars of 200gm and 900 jars of 400gm raspberry jam sold, thus, the revenue from the sales of raspberry jam is given by 3(1,150) + 5(900) = 3,450 + 4,500 = $7,950.

From the table, there were 950 jars of 200 gm and 1050 jars of 400 gm grape jam sold, thus, the revenue from the sales of grape jars is given by 3(950) + 5(1,050) = 2,850 + 5,250 = $8,100.

Therefore, among the three flavors, raspberry jam earned the least revenue for the company.