Question

At the local market, Bill buys 4 juice boxes and 2 hot dogs at a cost of $10, while Sarah buys 3 juice boxes and 2 hot dog at a cost of $8. The situation is represented in the equations below. Let j stand for juice and h for hot dog. 4j + 2h = 10 -3j -2h = 8 How much is each juice box and hot dog?


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Answer 1

Answer:

Cost of juice is $2 and cost of Hot dog is $1

Step-by-step explanation:

Let x be the cost of each juice and let y be the cost of each hot dog

for first situation

4x+3y=10

and for second situation

3x+2y=8

solve above two equation and by that x=2 and y=1