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The monthly income of two persons is in the ratio 4:5 and their expenditures are in the ratio 7:9. If each saves Rs50 per month,
then their monthly incomes are:
Rs400; Rs500
Rs700; Rs900
Rs900; Rs500
Rs400; Rs700
- Let's denote the incomes as 4x and 5x for the two persons, respectively, based on the ratio 4:5.
- Their expenditures can be denoted as 7y and 9y based on the ratio 7:9.
- Each person saves Rs50 per month, so their savings equations are:
- 4x - 7y = 50
- 5x - 9y = 50
- Solving these equations, we find x = 100 and y = 50.
- The monthly incomes are therefore 4x = Rs400 and 5x = Rs500.
- Let's examine the options:
- Option 1: Rs400; Rs500
- Option 2: Rs700; Rs900
- Option 3: Rs900; Rs500
- Option 4: Rs400; Rs700
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