Accountancy, asked by kbhatia491, 11 months ago

X and Y are partners in a firm sharing profits in the ratio of 3 : 2. The have a manager, Z, who gets ₹ 10,000 p.m. salary plus commission of 5% of the profit after charging his salary and commission, Now, they decide to admit Z as a partner, giving him 1/5th share in the profits of the firm. Any excess amount which Z receives as a partner (over his salary and commission) will be borne by X. The profit for the year ended 31st March, 2018 amounted to ₹ 8,40,000 after charging Z’s salary. Prepare Profit and Loss Appropriation Account showing the division of profit for the year.

Answers

Answered by kingofself
2

Solution:

                        Profit and Loss Appropriation Account

                            for the year ended Merck 31,2018  

Dr.                                                                                                                    Cr.  

Particulars                             Rs.                      Particulars                 Rs.

To Profit transferred to :                     By Profit and Loss A/c     9,60,000

X's Capital A/c   4,48,000                   (Excluding Z's Salary)

Y's Capital A/c   3,20,000    

Z's Capital A/c   1,92,000   9,60,000                                          

                                            9,60,000                                          9,60,000  

Working Notes:

1. Calculation of Remuneration to Z as a Manager

Salary to Z = Rs.1,20,000

Commission to Z= 5% of Net Profit after salary and commission

Net Profit after salary and commission = Rs.8,40,000 s

Commission - 8, 40, 000 x \frac{5}{105} =  40000

Remuneration to Z as a Manager = Salary + Commission

                                                       = 1,20,000 + 40,000

                                                       = Rs.1,60,000  

2. Calculation of Profit Share of Z as a Partner

Total Profit = Rs.9,60,000  

Profit on Z's Share - 9, 60, 000 x \frac{1}{5} = 192,000

Z's Profit share to be borne by X = Rs.1,92,000 - Rs.1,60,000 = Rs.32,000

Profits available for distribution between X and Y

= Rs.9,60,000 - Rs.1,60,000 = Rs.8,00,000

Profit on X's Share = 8, 00,000 x \frac{3}{5} =4, 80,000

Profit on Y's Share = 8,00, 000 x \frac{2}{5}  = 3, 20, 000

X's Share in profits after adjusting Z's deficiency

= Rs.4,80,000 - Rs.32,000 = Rs.4,48,000  

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