Commerce Accountancy · Quantitative Aptitude

Partnership Accounting

170 Questions

Partnership accounting involves calculating profit and loss sharing ratios among business partners. It covers topics like interest on capital, joint life policies, and capital balances. These questions are a staple in commerce exams and test core accountancy principles.

Profit sharing ratiosInterest on capitalJoint venture accountingCapital balance calculationsPartner retirement policies

Partnership Accounting Questions

Multiple choice general knowledge math & puzzles
  1. 1600

  2. 2000

  3. 1750

  4. 2350

  5. None

Reveal answer Fill a bubble to check yourself
B Correct answer
Explanation

Using partnership profit-sharing principles, profit is distributed in proportion to capital × time. For A: 1000 × 12 = 12000. Given ratio 2:3:5, the common ratio k = 12000/2 = 6000. Then B's investment × 9 months = 3k = 18000, so B's investment = 18000/9 = Rs. 2000. C's investment would be 5k/6 = 5000. This is a standard time-weighted partnership problem.

Multiple choice general knowledge math & puzzles
  1. 6:10:3

  2. 6:7:8

  3. 6:10:5

  4. Data inadequate

Reveal answer Fill a bubble to check yourself
C Correct answer
Explanation

A and B invest for 12 months in ratio 3:5. C invests 5 units for 6 months. Ratio of profit = (3*12) : (5*12) : (5*6) = 36 : 60 : 30. Dividing by 6 gives 6 : 10 : 5.

Multiple choice general knowledge math & puzzles
  1. 60,205,320

  2. 65,195,325

  3. 70,185,330

  4. 75,185,325

Reveal answer Fill a bubble to check yourself
B Correct answer
Explanation

Profit sharing ratio is based on investment × time. A: 1000×4=4000, B: 1500×8=12000, C: 2000×10=20000. Total = 36000. A's share = (4000/36000)×585 = 65, B's share = (12000/36000)×585 = 195, C's share = (20000/36000)×585 = 325.

Multiple choice general knowledge math & puzzles
  1. 116, 130, 153

  2. 112, 126, 161

  3. 110, 120, 169

  4. 113, 127, 159

Reveal answer Fill a bubble to check yourself
B Correct answer
Explanation

Profit is divided in investment ratio 1600:1800:2300 = 16:18:23. Total parts = 57. A's share = (16/57)×399 = 112, B's share = (18/57)×399 = 126, C's share = (23/57)×399 = 161. Verify: 112+126+161 = 399.

Multiple choice general knowledge math & puzzles
  1. 3564

  2. 3267

  3. 5643

  4. 5500

Reveal answer Fill a bubble to check yourself
C Correct answer
Explanation

Calculate each partner's investment × time: P invests 20000 for 2 months, then 10000 for remaining 10 months = 20000×2 + 10000×10 = 140000. Q invests 30000 for 4 months, then 15000 for 8 months = 30000×4 + 15000×8 = 240000. R invests 40000 for 8 months, then 15000 for 4 months = 40000×8 + 15000×4 = 380000. Total = 760000. R's share = (380000/760000) × 12474 = 5643.

Multiple choice general knowledge math & puzzles
  1. 90

  2. 100

  3. 110

  4. 120

Reveal answer Fill a bubble to check yourself
C Correct answer
Explanation

If Chetan sold shares on three consecutive days, the price must have gone up on three consecutive days. Since Michael only sold shares once (which happens only when the price goes above 110, i.e., reaches 120), the price path must rise steadily. This sequence of consecutive up days means the price at the end of day 3 must be 110.

Multiple choice general knowledge math & puzzles
  1. Rs. 90

  2. Rs. 100

  3. Rs. 110

  4. Rs. 120

Reveal answer Fill a bubble to check yourself
B Correct answer
Explanation

The price sequence that results in Chetan having exactly Rs.1300 more than Michael is: Day 1 (Rs.90), Day 2 (Rs.80), Day 3 (Rs.90), Day 4 (Rs.100), Day 5 (Rs.110). Chetan's strategy of buying when prices fall and selling when they rise gives him better returns compared to Michael who only trades at extreme prices. At day 4's Rs.100 price, both traders are in a neutral position relative to their strategies, setting up the final difference.

Multiple choice general knowledge math & puzzles
  1. 90

  2. 100

  3. 110

  4. 120

Reveal answer Fill a bubble to check yourself
A Correct answer
Explanation

For Michael to end up with 20 more shares than Chetan, we analyze the possible price paths. Chetan always ends up with 10 fewer shares than his starting amount. Thus, Michael must end up with 10 more shares than his starting amount. This is only possible if Michael bought shares when the price went below 90 (i.e., reached 80). The only path satisfying this and ending at 110 on day 5 requires the price at the end of day 3 to be 90.

Multiple choice general knowledge math & puzzles
  1. Michael had 10 less shares than Chetan.

  2. Michael had 10 more shares than Chetan.

  3. Chetan had 10 more shares than Michael.

  4. Both had the same number of shares.

Reveal answer Fill a bubble to check yourself
D Correct answer
Explanation

Let $U$ be the number of days the price went up and $D$ be the number of days it went down. Since the price went from 100 to 110 over 5 days with steps of $\pm 10$, we have $U + D = 5$ and $10(U - D) = 10$, which yields $U = 3$ and $D = 2$. Chetan sells 10 shares on up days and buys 10 on down days, ending with $30 - 20 = 10$ fewer shares. Michael only trades if the price goes above 110 or below 90. Analyzing the valid price paths shows that Michael's cash difference of -100 relative to Chetan forces both to end up with the same number of shares.

Multiple choice general knowledge math & puzzles
  1. 3700

  2. 4000

  3. 4700

  4. 5000

Reveal answer Fill a bubble to check yourself
D Correct answer
Explanation

The maximum combined cash increase of Rs.5000 occurs with the price sequence: 100→90→80→90→100→110. Chetan's more active strategy (buying at Rs.80, Rs.90; selling at Rs.100, Rs.110) generates better returns than Michael's threshold-based approach. The key is maximizing price volatility while ensuring the sequence ends at Rs.110, allowing both traders to profit optimally from their respective strategies.

Multiple choice general knowledge
  1. Written premium

  2. Earned premium

  3. Unearned Premium

  4. Total investment income

Reveal answer Fill a bubble to check yourself
B Correct answer
Explanation

Investment income ratio measures investment efficiency relative to premium earned during the period. It uses earned premium (B) because this represents revenue recognized for coverage provided, matching the timing of investment income. Written premium (A) is policy sales regardless of period, unearned premium (C) is deferred revenue, and total investment income (D) would make the ratio meaningless.

Multiple choice general knowledge math & puzzles
  1. 15600

  2. 9600

  3. 10800

  4. 21600

Reveal answer Fill a bubble to check yourself
C Correct answer
Explanation

Profit ratio based on investment × time. Sumit: 40000 × 12 = 480000. Sanjay and Punit: 60000 × 9 = 540000 each. Total ratio units = 480000 + 540000 + 540000 = 1560000. Sanjay's share = (540000/1560000) × 31200 = 10800.

Multiple choice
  1. Rs. 16, 000

  2. Rs. 18, 000

  3. Rs. 23, 000

  4. Rs. 25, 000

Reveal answer Fill a bubble to check yourself
A Correct answer
Explanation

The capital equation is: Closing Capital = Opening Capital + Profit - Drawings + Additional Capital. Therefore: 10,000 = 20,000 + 5,000 - Drawings + 1,000. Solving: Drawings = 20,000 + 5,000 + 1,000 - 10,000 = 16,000. Option B is miscalculated, option C adds instead of subtracts, option D is incorrect.