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Rini has mixed two colours ‘C1’ and ‘C2’ in the ratio 2 : 3. If the rate of the colour ‘C1’ is RS.500 per unit and she is selling the mixture of the two colours at RS.650 per unit at breakeven price, then what is the rate (in RS.) per unit of the second colour, that is, ‘C2’?
750
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760
765
- Rini mixed two colors, C1 and C2, in the ratio of 2:3.
- Price per unit of C1 is RS.500.
- She is selling the mixture at RS.650 per unit, which is the breakeven point.
- Breakeven implies the cost of the mixture equals the selling price.
- Let's calculate the cost per unit of the mixture:
- Cost of C1 = 2 units × RS.500/unit = RS.1000
- Let the rate of C2 be X RS/unit.
- Cost of C2 = 3 units × X RS/unit = 3X RS
- Total cost of 5 units (2 units C1 + 3 units C2) = RS.1000 + 3X
- Cost per unit of the mixture = (RS.1000 + 3X) / 5 = RS.650
- Solving: RS.1000 + 3X = 3250, so 3X = 2250, and X = RS.750.
- Therefore, the rate per unit of C2 is Option 1: RS.750
By: Parvesh Mehta ProfileResourcesReport error
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