Question
'Amit' and 'Bikash' embarked on a business venture with
initial investments of Rs. 20,000 and Rs. 25,000, respectively. After 3 months, 'Chims' entered the partnership by investing Rs. 15,000. In the same period, 'Amit' decided to increase his investment by 20%, while 'Bikash' opted to withdraw 20% of his initial investment. 'Amit' assumed the role of managing partner and was entitled to 40% of the total annual profit generated by the business. The remaining profit was distributed among the partners based on the ratio of their effective investments. Calculate the exact amount received by 'Amit' at the end of the year, given that the total profit amounted to Rs. 37,000.Solution
ATQ, Ratio of profit share of 'Amit', 'Bikash' and 'Chims', at the end of the year = [20,000 × 3 + 24,000 × 9]:[25,000 × 3 + 20,000 × 9]:[15,000 × 9] = 92:85:45 'Amit' gets 40% of the share for managing the business = Rs. 40% of 37,000 = Rs. 14,800 Remaining profit = Rs.37,000 - 14800 = Rs.22,200 The remaining profit is to be distributed among 'Amit', 'Bikash' and 'Chims' based on ratio of their investment, which is 92:85:45 Profit share of 'A' = Rs.(92/222) × 22,200 = Rs.9,200 Total amount received 'Amit' = Rs. 14,800 + 9,200 = Rs.24,000
68.98 × 41.03 – (12.33)² + 15.78% of 8398.87 = ? – 40.22
215.003X4.021 + 11.05 + 71.02 =?
Find the approximate value of Question mark(?). No need to find the exact value.
(55.96 × 4.01) ÷ 7 + √(120.81) × 3 – 10% of 199.99 = ?<...
? = 782.24 + 1276.97 – 4.992 Â
431.98 + ? – 15.04 = 864.93 – 368.01
(15.87% of 79.98 + 19.69% of 64.22) × 4.83 = ?
40.024 of 54.89% of 19.9 = ? × √(2661.98/22.09)Â
13.002 × 34.995 + 499.996% of 100.08 + 25.005 % of 3999.997 = ? × 8.908 × 5.909
What approximate value will come in place of the question mark (?) in the following question? (Note: You are not expected to calculate the exact value.)...
(44/25) ÷ (154/199.5) × 419.91 = ? – (11.11)3
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