MIX W
5 CUPS CONCENTRATE AND 8 CUPS COLD WATER.
SUPPOSE YOU MAKE ONLY 1 CUP OF MIX W. hOW MUCH WATER AND HOW MUCH CONCENTRATE DO YOU NEED?
5 + 8 = 13 cups
1/13 * 5 = ?
1/13 * 8 = ?
2/3
If you have a ratio of 5 cups concentrate to 8 cups of water, and you want to make only 1 cup of mix W, you can use the ratio to calculate the amounts of concentrate and water needed.
The given ratio is 5 cups concentrate: 8 cups water.
To find the amount of concentrate needed, use the following proportion:
5 cups concentrate / 8 cups water = x cups concentrate / 1 cup water
Cross-multiplying gives:
8 cups water * x cups concentrate = 5 cups concentrate * 1 cup water
8x = 5
x = 5/8
Therefore, you need 5/8 cup of concentrate and 1 cup of water to make 1 cup of mix W.
To find out how much water and concentrate you need to make 1 cup of mix W, we can use the given ratio of 5 cups concentrate to 8 cups of water.
Let's calculate it step by step:
Step 1: Calculate the ratio of concentrate to water:
- Concentrate to water = 5 cups concentrate : 8 cups water
- Simplifying the ratio, we divide both numbers by 5:
= 1 cup concentrate : 1.6 cups water
Step 2: Determine the amount of each ingredient needed for 1 cup of mix W:
Since the ratio is now 1 cup concentrate to 1.6 cups water, we need to adjust it to make it 1 cup of water.
- Dividing each side of the ratio by 1.6:
= (1 cup concentrate / 1.6 cups water) : (1.6 cups water / 1.6 cups water)
= 0.625 cups concentrate : 1 cup water
Therefore, to make 1 cup of mix W, you will need approximately 0.625 cups of concentrate and 1 cup of water.