Question
Assume that each camper will get ½ cup of juice. Using Mix B, How much concentrate and how much water are needed to make juice for 240 campers? No partial batches so round your batch up so every camper gets juice.
Answers
GPT 3.5
If each camper gets ½ cup of juice, and there are 240 campers, they will need 240 x ½ = <<240*1/2=120>>120 cups of juice.
Each batch of Mix B makes 8 + 3 = <<8+3=11>>11 cups.
So, they need 120/11 = <<120/11=10.909090909090908>>10.91 batches.
Since there can't be partial batches, they will need 11 batches of Mix B.
Each batch of Mix B makes 8 cups of concentrate, so they will need 11 x 8 = <<11*8=88>>88 cups of concentrate.
Each batch of Mix B also makes 3 cups of water, so they will need 11 x 3 = <<11*3=33>>33 cups of water. Answer: \boxed{88\text{ cups}} \text{ of concentrate and } \boxed{33\text{ cups}} \text{ of water}.
Each batch of Mix B makes 8 + 3 = <<8+3=11>>11 cups.
So, they need 120/11 = <<120/11=10.909090909090908>>10.91 batches.
Since there can't be partial batches, they will need 11 batches of Mix B.
Each batch of Mix B makes 8 cups of concentrate, so they will need 11 x 8 = <<11*8=88>>88 cups of concentrate.
Each batch of Mix B also makes 3 cups of water, so they will need 11 x 3 = <<11*3=33>>33 cups of water. Answer: \boxed{88\text{ cups}} \text{ of concentrate and } \boxed{33\text{ cups}} \text{ of water}.
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