Question
'G' and 'H' started a business by investing Rs. 18,000
and Rs. 24,000, respectively, where 'G' invested for 12 months and 'H' invested for 9 months. If the business made a profit of Rs. 8,400, then find the profit share of 'G'.Solution
ATQ, Ratio of profit shares of 'G' and 'H' = (18,000 × 12):(24,000 × 9) = 216,000:216,000 = 1:1 So, profit share of 'G' = 8,400 × (1/2) = Rs.4,200
'Pawan' and 'Qureshi' invested 9,000 and 12,000 rupees, respectively, to establish their businesses. 6 months later, 'Pawan' invests 'b' more money, and...
A and B started a partnership with the investment of Rs. 4000 and Rs. 6000. After 4 months, B decreased 40% of his investment and after the end of year ...
A invested Rs X in a scheme. After 6 months, B joined with Rs 6000 more than that of A. After an year, ratio of profit of B to the total profit w...
Atul and Bheema began a business with initial investments of Rs. (p + 120) and Rs. (p - 180), respectively. After one year, they ...
Anil and Sunil invested in a startup in the ratio 3:4, respectively. After 6 months, Anil increased his investment by 25%, while Sunil reduced his inves...
‘A’, ‘B’ and ‘C’ entered into a partnership by making investments in the ratio 5:6:9, respectively. At end of the year, if the difference be...
Ravi and Mohan invested Rs. 32000 and Rs. 20000 respectively in a business. After 6 months, Sohan joined them with an investment of Rs. 36000. At the en...
Raj, Sam, and Tina began a business with initial investments in the ratio 6:5:4 respectively. After one year, Tina, Raj, and Sam made additional investm...
P started a business with an investment of Rs.10000, after 8 months Q joined him with Rs.15000 and after another 8 months R joined them with Rs.20000. I...
P and Q started a business by investing Rs.8000 and Rs.6400 respectively. After 4 months, Q increased his investment by a certain percentage such that a...
