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Saurabh and Gaurav are equal partners. They admit Chunmun as a partner in their firm and the new ratio of all the three has been decided upon as 4 : 3 : 2. Find the sacrificing ratio.

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Question

Saurabh and Gaurav are equal partners. They admit Chunmun as a partner in their firm and the new ratio of all the three has been decided upon as 4 : 3 : 2. Find the sacrificing ratio.

Numerical
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Solution

1. Identify Shares

Old Ratio of Saurabh and Gaurav: 1 : 1

Saurabh's Old Share = `1/2`

Gaurav's Old Share = `1/2`

New Ratio of Saurabh, Gaurav, and Chunmun: 4 : 3 : 2

Saurabh's New Share = `4/9`

Gaurav's New Share = `3/9`

2. Calculate Individual Sacrifice

Formula: Sacrifice = Old Share − New Share

Saurabh's Sacrifice:

`1/2 - 4/9 = (9 - 8)/18 = 1/18`

Gaurav's Sacrifice:

`1/2 - 3/9 = (9 - 6)/18 = 3/18`

The Sacrificing Ratio between Saurabh and Gaurav is:

1 : 3

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Chapter 3: Admission of a Partner - PRACTICAL QUESTIONS [Page 3.122]

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D. K. Goel Accountancy Part A Volume 1 and 2 [English] Class 12
Chapter 3 Admission of a Partner
PRACTICAL QUESTIONS | Q 12. (A) | Page 3.122
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