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A and B Were Partners in a Firm Sharing Profits in 3:2 Ratio. They Admitted C for 3/7 Share Which He Took 2/7 from a and 1/7 from B. Calculate New Profit Sharing Ratio? - Accountancy

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Question

A and B were partners in a firm sharing profits in 3:2 ratio. They admitted C for 3/7 share which he took 2/7 from A and 1/7 from B. Calculate new profit sharing ratio?

Sum
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Solution

Old Ratio = A : B

                = 3 : 2

              = `3/5 : 2/5`

C admitted for `3/7` share in the new firm

A’s sacrifice = `2/7`

B’s sacrifice `1/7`

New Ratio = Old Ratio − Sacrificing Ratio

A = `3/7 - 2/7 = [ 21 -10 ]/35`

    = `11/35`

B = `2/5 - 1/7 = [ 14 - 5]/35`

   = `9/35`

New Ratio = A : B : C

                 = ` 11/35 : 9/35 : 3/7`

                = `[ 11 : 9 : 15]/35`

                = `11 : 9 : 15`

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Chapter 3: Reconstitution of a Partnership Firm – Admission of a Partner - Questions for Practice [Page 160]

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NCERT Accountancy - Not-for-profit Organisation and Partnership Accounts [English] Class 12
Chapter 3 Reconstitution of a Partnership Firm – Admission of a Partner
Questions for Practice | Q 7 | Page 160
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