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Lorraine was preparing a surprise birthday party for her sister Dolores. She purchased 13 bottles of strawberry juice and 30 cookies. A bottle of strawberry juice cost 4 times as much as a cookie. Lorraine spent $41 in total. How much did a bottle of strawberry juice cost?$

Question

Lorraine was preparing a surprise birthday party for her sister Dolores. She purchased 13 bottles of strawberry juice and 30 cookies. A bottle of strawberry juice cost 4 times as much as a cookie. Lorraine spent 41intotal.Howmuchdidabottleofstrawberryjuicecost?41 in total. How much did a bottle of strawberry juice cost?

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Solution

Let's denote the cost of a cookie as C and the cost of a bottle of strawberry juice as J.

From the problem, we know that:

  1. Lorraine bought 13 bottles of strawberry juice and 30 cookies, which cost her $41 in total. This can be written as: 13J + 30C = 41.

  2. A bottle of strawberry juice cost 4 times as much as a cookie. This can be written as: J = 4C.

Now we can substitute equation 2) into equation 1):

13 * 4C + 30C = 41 52C + 30C = 41 82C = 41

Now, divide both sides of the equation by 82 to solve for C:

C = 41 / 82 = $0.5

Now that we know the cost of a cookie, we can find the cost of a bottle of strawberry juice by substituting C into equation 2):

J = 4C = 4 * 0.5 = $2

So, a bottle of strawberry juice cost $2.

This problem has been solved

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