Illustrations · Illustration 8
Q.Ramesh and Suresh are partners in a firm sharing profits in the ratio of 4:3. They admitted Mohan as a new partner. The profit sharing ratio of Ramesh, Suresh and Mohan will be 2:3:1. Calculate the gain or sacrifice of old partner.
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Start your 14-day free trial to unlock the full solution →Ramesh sacrifices 10/42 (5/21) while Suresh actually gains 3/42 (1/14); the entire sacrifice is by Ramesh alone.
Concept
This NCERT Class 12 admission-of-a-partner problem illustrates that when the new ratio is given directly, an old partner can end up gaining rather than sacrificing. The gain or sacrifice of each old partner is Old Share - New Share: a positive result is a sacrifice, a negative result is a gain. Here Suresh's new share is larger than his old share, so he gains, and only Ramesh makes a genuine sacrifice.
Working Notes
- Old shares (4:3): Ramesh = 4/7, Suresh = 3/7.
- New shares (2:3:1): Ramesh = 2/6 = 1/3, Suresh = 3/6 = 1/2, Mohan = 1/6.
- Common denominator 42.
Solution
| Partner | Old Share | New Share | Old - New | Result |
|---|---|---|---|---|
| Ramesh | 4/7 = 24/42 | 2/6 = 14/42 | 10/42 | Sacrifice |
| Suresh | 3/7 = 18/42 | 3/6 = 21/42 | -3/42 | Gain |
| Mohan | - | 1/6 = 7/42 | - | Incoming share |
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