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Mukul, Atul and Rahul started a business. Mukul invested 2/7th of the total investment and the total investment of Mukul and Atul is equals to the investment of Rahul. If they distributed profit in the capital ratio and Atul received Rs 1530, find the total profit.
Rs 6550
Rs 6920
Rs 7140
Rs 7350
Let the total investment = Rs x Mukul's investment = X x 2 /7 Rest investment = X - X x 2 /7 = 5x /7 Let Atul's investment = Rs a,Rahul's investment = Rs b Rahul's investment + Atul's investment = 5x /7 a + b = 5x /7 b = 5x /7 - a.........i According to the question, 2x /7 + a = b 5x /7 - a = 2x /7 + a (value of b is taken out from equation i) 5x /7 - 2x /7 = a + a 3x /7 = 2a a = 3x /14 = Atul's investment Rahul's investment = x – 3x /14 - 2x /7 = 14x - 3x - 4x /14 = 7x /14 = x /2 Investment Ratio, Mukul : Atul : Rahul = 2x /7 : 3x /14 : x /2 = 4 : 3 : 7 As Atul's Profit = Rs.1530 Total profit = 1530 /3 x 14 = Rs. 7140
By: Amit Kumar ProfileResourcesReport error
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