Math, asked by sanjanamostwantedamm, 5 months ago

The income of A and B is in the ratio 7:8 and that of B and C is 4:3. The ratio of savings of A and C is 4:3 and the difference between the savings of B and C together to the savings A is Rs. 32,000. Find the salary of B if it is given their expenditure is equal.

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Answered by ammarbasaham

Answer:

StepSavings = income - expenditure A : B 9:4 income 7:3 expenditure Multiply difference of income with expenditure similar to expenditure with income than the ratio will become A : B 36 : 16 35 : 15 SO NOW DIFFERENCE IS SAME ... If their total income is Rs.6800, what is the salary of C? ... and for B it's 16 units or Rs.32,000-by-step explanation

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The income of A and B is in the ratio 7:8 and that of B and C is 4:3. The ratio of savings of A and C is 4:3 and the difference between the savings of B and C together to the savings A is Rs. 32,000. Find the salary of B if it is given their expenditure is equal.​

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The income of A and B is in the ratio 7:8 and that of B and C is 4:3. The ratio of savings of A and C is 4:3 and the difference between the savings of B and C together to the savings A is Rs. 32,000. Find the salary of B if it is given their expenditure is equal.