How many pounds of each candy shown in the illustration must be mixed to obtain 76 pounds of candy that would be worth $4 per pound?

A) Gummy Bears: 57 lb; Jelly Beans: 20 lb
B) Gummy Bears: 58 lb; Jelly Beans: 20 lb
C) Gummy Bears: 55 lb; Jelly Beans: 19 lb
D) Gummy Bears: 58 lb; Jelly Beans: 19 lb
E) Gummy Bears: 57 lb; Jelly Beans: 19 lb

Question

How many pounds of each candy shown in the illustration must be mixed to obtain 76 pounds of candy that would be worth $4 per pound?

A) Gummy Bears: 57 lb; Jelly Beans: 20 lb 
B) Gummy Bears: 58 lb; Jelly Beans: 20 lb 
C) Gummy Bears: 55 lb; Jelly Beans: 19 lb 
D) Gummy Bears: 58 lb; Jelly Beans: 19 lb 
E) Gummy Bears: 57 lb; Jelly Beans: 19 lb

Quizplus · Accepted Answer

The Answer of How many pounds of each candy shown in the illustration must be mixed to obtain 76 pounds of candy that would be worth $4 per pound?

A) Gummy Bears: 57 lb; Jelly Beans: 20 lb 
B) Gummy Bears: 58 lb; Jelly Beans: 20 lb 
C) Gummy Bears: 55 lb; Jelly Beans: 19 lb 
D) Gummy Bears: 58 lb; Jelly Beans: 19 lb 
E) Gummy Bears: 57 lb; Jelly Beans: 19 lb

How Many Pounds of Each Candy Shown in the Illustration