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atroni [7]
3 years ago
12

To make fruit punch, Amar mixes 1 scoop of fruity powder with 5 cups of water. Which recipe ratio will NOT taste the same as Ama

r's? *
Mark only one oval.
2 scoops of fruity powder : 6 cups of water
2 scoops of fruity powder : 10 cups of water
0.5 scoop of fruity powder : 2.5 cups of water
5 scoops of fruity powder : 25 cups of water
ONLY THE ANSWERS THAT ARE ABOVE COPY AND PASTE THE RIGHT ONE NO SAYING A OR B AND THAT
Mathematics
1 answer:
solmaris [256]3 years ago
8 0

Answer:

<em>2 scoops of fruity powder:6 cups of water will not test the same as Amar's recipe</em>

Step-by-step explanation:

<u>Ratios</u>

The proportion or ratios between variables measure the relative quantities of them by doing a division, usually expressed as fractions or a colon-separated pair of numbers.

To make fruit punch, Amar mixes 1 scoop of fruity powder with 5 cups of water. The ratio of fruity powder to water is 1:5.

We must select which recipe from the list won't produce the same ration and therefore will not taste the same as Amar's:

2 scoops of fruity powder:6 cups of water gives a ratio of 2:6. Simplifying by 2, the ratio is 1:3. This recipe will not test the same as Amar's.

2 scoops of fruity powder:10 cups of water gives a ratio of 2:10. Simplifying by 5, the ratio is 1:5. This recipe will test the same as Amar's.

0.5 scoop of fruity powder:2.5 cups of water gives a ratio of 0.5:2.5. Multiplying by 2, the ratio is 1:5. This recipe will test the same as Amar's.

5 scoops of fruity powder:25 cups of water gives a ratio of 5:25. Dividing by 5, the ratio is 1:5. This recipe will test the same as Amar's.

Answer:

2 scoops of fruity powder:6 cups of water will not test the same as Amar's recipe

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