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A solution alcohol in water and wind required by mixing 150 ml of alcohol and 600 ml of water. Calculate the percentage of the solution. use the given formula to solve : mass of solute/ mass of solution ×100?
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A solution alcohol in water and wind required by mixing 150 ml of alco...
Calculating the Percentage of the Solution
To find the percentage of the solution, we can use the formula:
\[ \text{Percentage of solution} = \frac{\text{mass of solute}}{\text{mass of solution}} \times 100 \]

Given Information:
- Volume of alcohol = 150 ml
- Volume of water = 600 ml

Calculating the Total Volume of the Solution:
- Total volume = Volume of alcohol + Volume of water
- Total volume = 150 ml + 600 ml = 750 ml

Calculating the Mass of the Solute (Alcohol):
- Density of alcohol = 0.79 g/ml
- Mass of alcohol = Volume of alcohol × Density of alcohol
- Mass of alcohol = 150 ml × 0.79 g/ml = 118.5 g

Calculating the Mass of the Solution:
- Density of water = 1 g/ml
- Mass of water = Volume of water × Density of water
- Mass of water = 600 ml × 1 g/ml = 600 g
- Total mass of the solution = Mass of alcohol + Mass of water
- Total mass of the solution = 118.5 g + 600 g = 718.5 g

Calculating the Percentage of the Solution:
- Percentage of solution = (Mass of alcohol / Mass of solution) × 100
- Percentage of solution = (118.5 g / 718.5 g) × 100
- Percentage of solution ≈ 16.5%
Therefore, the percentage of the solution containing 150 ml of alcohol and 600 ml of water is approximately 16.5%.
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A solution alcohol in water and wind required by mixing 150 ml of alcohol and 600 ml of water. Calculate the percentage of the solution. use the given formula to solve : mass of solute/ mass of solution ×100?
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