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- Question
- A and B start a business with initial investment in the ratio 12 : 11 and their annual profits were in the ratio 4 : 1. If A invested the money for 11 months . B invested the money for?
Options- A. 3 months
- B. 32/3 months
- C. 4 months
- D. 6 months
- Correct Answer
- 3 months
ExplanationSuppose B invested the money for N months.
Then the ratio of investment = (12 x 11 : 11 x N) = 12 : N
? 12/N = 4/1
? N = 3 months. - 1. Pramod started a business with Rs. 40000. After 4 months Vikas also joined him with Rs. 60000. If at the end of the year, the profit is Rs. 16000, what is the share of Vikas in the profit?
Options- A. Rs. 8000
- B. Rs. 4000
- C. Rs. 12000
- D. Rs. 10000 Discuss
- 2. Brothers A and B had some savings in the ratio 4 : 5. They decided to buy a gift for their sister, sharing the cost in the ratio 3 : 4. After they bought, A spent two-third of his amount, while B is left with ? 145. Then, the value of the gift is
Options- A. ? 70
- B. ? 105
- C. ? 140
- D. ? 175 Discuss
- 3. In a factory the ratio of the number of employee of three types A, B and C is 9 : 13 : 18 and their wages are in the ratio of 10 : 7 : 4. If number of employees of type C is 54 and wages of every employee of type 54 and wages of every employee of type B is ? 1400 then find the total wages of all the employees of types A?
Options- A. ? 51000
- B. ? 54000
- C. ? 56000
- D. ? 59000 Discuss
- 4. A person gave 2/5 part of his income to his elder son and 30 % part to his younger son. He saved his remaining money in three trusts. A, B and C in the ratio of 3 : 5 : 2. If difference between the amount got by his both sons is &8377; 2000, How much amount he saved in trust C?
Options- A. ? 1000
- B. ? 1140
- C. ? 1200
- D. ? 1256 Discuss
- 5. ? 2186 are distributed among A, B and C . If money given to them is decreased by ? 26, ? 28 and ? 32 respectively, then they have money in the ratio of 9 :13 : 8. What is the amount given to A?
Options- A. ? 575
- B. ? 640
- C. ? 656
- D. ? 672 Discuss
- 6. A and B started a joint firm. A's investment was thrice the investment of B and the period of his investment was two times the period of investment of B. If B got Rs. 4,000 as profit then their total profit is?
Options- A. Rs. 24,000
- B. Rs. 16,000
- C. Rs. 28,000
- D. Rs. 20,000 Discuss
- 7. Dilip, Ram and Amar started a shop by investing Rs. 27,000, Rs. 81,000 and Rs. 72,000 respectively. At the end of one year the profit was distributed. If Ram's share of profit be Rs. 36,000, then the total profit was?
Options- A. Rs. 108000
- B. Rs. 16000
- C. Rs. 80000
- D. None of these Discuss
- 8. Rs. 700 is dividing among A, B and C so that A receives half as much as B and B half as much as C. Then C's share is?
Options- A. Rs. 200
- B. Rs. 300
- C. Rs. 400
- D. Rs. 600 Discuss
- 9. Jayant started a business, investing Rs. 6000. Six months later Madhu joined him, investing Rs. 4000. If they made a profit of Rs. 5200 at the end of the year. How much must be the share of Madhu?
Options- A. Rs. 2080
- B. Rs. 1300
- C. Rs. 1800
- D. Rs. 2600 Discuss
- 10. Karim invests Rs. 30000 for one year in a shop. How much his partner Raunaq should invest in order that the profit after one year must be in the ratio 2 : 3?
Options- A. Rs. 20000
- B. Rs. 40000
- C. Rs. 45000
- D. Rs. 18000 Discuss
Partnership problems
Search Results
Correct Answer: Rs. 8000
Explanation:
Ratio between the investment of Pramod and Vikas = 40000 x 12 : 60000 x 8
= 480000 : 480000 = 1 : 1
Total profit = Rs. 16000
share of Vikas in profit = 16000/2 = Rs. 8,000
Correct Answer: ? 140
Explanation:
Let the saving of A and B are 4p, 5p and the share in cost of gift are 3q, 4q respectively.
According to the question,
For A, 4p - 3q = (2/3) x 4p
? p = 9q/4 ..... (i)
For B, 5p - 4q = 145
? 5 x (9q/4) - 4q = 145 .....[by Eq. (ii)
? q = 20
? Cost of gift = 3q + 4q = 7 x 20
= ? 140
Correct Answer: ? 54000
Explanation:
Given ratio of employee = 9 : 13 : 18
Let number of A's emplouees = 9k
Number of B's employees = 13k
and number of C's employees = 18k
According to the question
18k = 54
? k = 3
? Number of employee of type A = 9 x 3 = 27
Similarly, Wages of every employee of types A = 10/7 x 1400 = ? 2000
Required wages = 27 x 2000 = ? 54000
Correct Answer: ? 1200
Explanation:
Let the person have ? N
Then shares of elder don = ? 2N/5
and share of younger son = ? 3N/10
According to the question,
2N/5 - 3N/10 = 2000
? N/10 = 2000
? N = 20000
Remaining amount saved in trusts
= 1 - (2N/5 + 3N/10 ) = 1 - (4N + 3N)/10
= 1 - 7N/10 = 3N/10 x 20000 = 6000
given that A : B : C = 3 : 5: 2
? Share of C = [2/(3 + 5 +2)] x 6000
= (2/10) x 6000 = ? 1200
Correct Answer: ? 656
Explanation:
Amount given to A= 9k + 26
Amount given to B = 13k + 28
and amount given to C = 8k + 32
According to the question,
(9k + 26) + (13k + 28) + (8k + 32) = 2186
? 30 k + 86 = 2186
? 30 k = 2100
? k = 70
Hence, amount given to A = 9k + 26 = 9 x 70 + 26
= 630 + 26 = ? 656
Correct Answer: Rs. 28,000
Explanation:
Suppose B invested Rs. x for y months.
Then A's investment is Rs. 3x for 2y months.
Ratio of investment of A and B = 6xy : xy = 6 : 1.
Now B's share = Rs. 4,000
? A's share = Rs. 24, 000
Hence, Total profit = Rs. 28,000
Correct Answer: Rs. 80000
Explanation:
Ratio of shares = 27000 : 81000 : 72000 = 3 : 9 : 8
If Ram's share is Rs. 9 then total profit = Rs. 20
If Ram's share is Rs. 36000 then total profit = Rs. (20/9) x 36000
= Rs. 80000
Correct Answer: Rs. 400
Explanation:
Let C's share = Rs. N
Then B's share = Rs. N/2
and A's share = Rs. N/4
? A : B : C = N/4 : N/2 : N = 1 : 2 : 4
Hence C's share = Rs. 700 x (4/7) = Rs. 400
Correct Answer: Rs. 1300
Explanation:
Ratio of their shares = (6000 x 12) : (4000 x 6) = 3 : 1
? Madhu's share = Rs.5200 x (1/4)
Correct Answer: Rs. 45000
Explanation:
? 30000/N = 2/3
? 2N = 90000
? N = 45000
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