Vijay and Manohar share profits and losses in the ratio of 2:1. They admit Prakash as a partner with 1/4 share in profits with a guarantee that his share of profit will be at least Rs. 50,000. The net profit of the firm for the year ending March 31, 2015, was Rs. 1,60,000. Calculate the amount of profit Vijay will get:
Vijay and Manohar share profits and losses in the ratio of 2:1. They admit Prakash as a partner with 1/4 share in profits with a guarantee that his share of profit will be at least Rs. 50,000. The net profit of the firm for the year ending March 31, 2015, was Rs. 1,60,000. Calculate the amount of profit Vijay will get:
Solution
Total profit = Rs. 1,60,000
Prakash's share = of profit = = Rs. 40,000
Since Prakash has a guarantee of minimum Rs. 50,000, but his actual share is only Rs. 40,000, he will receive the guaranteed amount of Rs. 50,000.
Deficiency to be borne by old partners = 50,000 - 40,000 = Rs. 10,000
The remaining profit after Prakash's normal share = 1,60,000 - 40,000 = Rs. 1,20,000
This Rs. 1,20,000 is distributed between Vijay and Manohar in their profit-sharing ratio of 2:1:
Vijay's share = = Rs. 80,000
Manohar's share = = Rs. 40,000
The deficiency of Rs. 10,000 is also borne by Vijay and Manohar in their ratio 2:1:
Vijay bears = = Rs. 6,667
Manohar bears = = Rs. 3,333
Final profit for Vijay = 80,000 - 6,667 = Rs. 73,333
Verification: Vijay (73,333) + Manohar (36,667) + Prakash (50,000) = Rs. 1,60,000 ✓
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