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There are two persons Ranit and Ratan. Ranit supplies whole of the capital amounting to Rs. 45000 with the condition that the profits are to be equally distributed and that Ratan pays Ranit interest on half of the capital at 10% per annum, but receives, Rs. 120 per month for carrying on the concern. What is their total yearly profit , when Ratan’s income is 1/2 of Ranit’s income.
Rs.9000
Rs.8750
Rs.9180
Rs.6660
Let total Profit be x.
Amount received by Ratan (from the total profit) =120×12=1440=120×12=1440
Amount received by Ranit (from Ratan) as interest =22500×10/100=2250
Let total profit =2x+1440=2x+1440
Then, Ranit and Ratan gets xx as share of the profit.
Ranit’s total income in the year = x+2250
Ratan’s total income in the year =x+1440−2250=x−810 2(x−810)=x+2250 ⇒2x−1620=x+2250 ⇒x=3870
Total yearly profit =2x+1440= Rs.9180
By: Pranav Gupta ProfileResourcesReport error
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