Challenger App

No.1 PSC Learning App

1M+ Downloads
A and B entered into a partnership business with an investment of Rs.5000 and Rs.8000 respectively. After 1 year, A invested Rs.(x + 1000) more and B invested Rs.2x more. At the end of 2 years, the ratio of the profit shares of A and B is 2: 3 respectively. Find the value of x.

A2000

B1500

C1000

D2500

Answer:

C. 1000

Read Explanation:

Amount invested by A = 5000 + (x + 1000 + 5000) = x + 11000 Amount invested by B = 8000 + (2x + 8000) = 2x + 16000 (x + 11000): (2x + 16000) = 2: 3 =>3(x + 11000) = 2(2x + 16000) => 3x + 33000 = 4x + 32000 => x = 1000


Related Questions:

A and B started a business investing amounts of Rs. 92,500 and Rs. 1,12,500 respectively. If B's share in the profit earned by them is Rs. 9,000, what is the total profit (in Rs.) earned by them together?
Rs 3200 is divided among A, B and C in the ratio of 3 : 5 : 8 respectively. What is the difference (in Rs) between the share of B and C?
Ramneek starts a business with ₹1,45,600. After 5 months, Somesh joins him with ₹1,50,400. At the end of the year, in what ratio should they share the profit?
Raju, David and Sonu shared a sum of money in the ratio 2:5:7 respectively. David got 750 rupees. How much money did they divide?
Sonia’s income is 4 times the income of Ranjeet. Ram's expenditure is equal to 200 % of Ranjeet's income. If Ram's income is Rs.80,000. Ram's saving is 20,000 more than Sonia’s income. Find the ratio of income of Sonia, Ranjeet, and Ram.