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How much water (in ml) should be added to 300 ml of a 75% milk and water mixture so that it becomes a 45% milk and water
mixture?
300
250
150
200
To solve this problem, let's break it down:
- You have a mixture that is 75% milk in 300 ml. So, the milk volume is 0.75 * 300 = 225 ml.
- We want the mixture to become 45% milk.
- Let x be the amount of water in ml to be added.
- The total volume of the new mixture will be (300 + x) ml.
- The equation for 45% milk of the new mixture is:
$$
\frac{225}{300 + x} = 0.45
- Solving the equation:
- 225 = 0.45(300 + x)
- 225 = 135 + 0.45x
- 90 = 0.45x
- x = 200
?? Correct Answer: Option 4 – 200 ml
Therefore, .
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