Shalu, shan and Julie are partners sharing profits in the ratio of 6:4...
Solution:
Given:
- Partners: Shalu, Shan, and Julie
- Profit sharing ratio: 6:4:1
- Julie is guaranteed a minimum profit of Rs. 20,000
- Loss incurred for the year ended 31st March 2021: Rs. 2,20,000
To find:
- Deficiency to be borne by Shalu and Shan
Calculation:
Step 1: Calculate Julie's share of profit
- Julie's guaranteed minimum profit = Rs. 20,000
- Remaining loss to be borne by Shalu and Shan = Rs. 2,20,000 - Rs. 20,000 = Rs. 2,00,000
- Julie's share of loss = profit sharing ratio / Total ratio * Remaining loss
- Julie's share of loss = 1 / 11 * Rs. 2,00,000 = Rs. 18,181.82
- Julie's total profit = Rs. 20,000 - Rs. 18,181.82 = Rs. 1,818.18
Step 2: Calculate total profit shared by Shalu and Shan
- Total profit to be shared by Shalu and Shan = Rs. 1,818.18 * 10 = Rs. 18,181.80
Step 3: Calculate profit share of Shalu and Shan
- Shalu's share of profit = profit sharing ratio / Total ratio * Total profit
- Shalu's share of profit = 6 / 11 * Rs. 18,181.80 = Rs. 9,890.90
- Shan's share of profit = profit sharing ratio / Total ratio * Total profit
- Shan's share of profit = 4 / 11 * Rs. 18,181.80 = Rs. 7,272.70
Step 4: Check if any deficiency exists
- Total profit shared by Shalu and Shan = Rs. 9,890.90 + Rs. 7,272.70 = Rs. 17,163.60
- Deficiency = Total loss - Total profit
- Deficiency = Rs. 2,20,000 - Rs. 17,163.60 = Rs. 2,02,836.40
Therefore, the deficiency to be borne by Shalu and Shan is Rs. 2,02,836.40.
Conclusion:
- Shalu and Shan will bear the deficiency of Rs. 2,02,836.40.
- Julie's guaranteed minimum profit of Rs. 20,000 will be deducted from the loss incurred.
- The remaining loss will be shared among the partners according to their profit sharing ratio.
Shalu, shan and Julie are partners sharing profits in the ratio of 6:4...
12,000 by shalu and 8,000 by shan
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