Kangli, Mangli and Sanvali are partners sharing profits in the ratio of $4 : 3 : 2$ . Kangali retires. Assuming Mangli and Sanvali will share profits in future in the ratio of $5 : 3$ , determine the gaining ratio.

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Solution

Old ratio (Kangli, Mangli and Sanvali) = 4:3:2

New ratio (Mangli and Sanvali) = 5:3

Gaining ratio = New ratio – Old ratio

Mangli’s Gain = 5/8 – 3/9 = 45/72 – 24/72 = 21/72

Sanvali’s Gain = 3/8 – 2/9 = 27/72 – 16/72 = 11/72
Gaining ratio = 21:11

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Kangli, Mangli and Sanvali are partners sharing profits in the ratio of 4:3:2. Kangali retires. Assuming Mangli and Sanvali will share profits in future in the ratio of 5:3, determine the gaining ratio.

Old ratio (Kangli, Mangli and Sanvali) = 4:3:2 New ratio (Mangli and Sanvali) = 5:3 Gaining ratio = New ratio – Old ratio Mangli’s Gain = 5/8 – 3/9 = 45/72 – 24/72 = 21/72 Sanvali’s Gain = 3/8 – 2/9 = 27/72 – 16/72 = 11/72 Gaining ratio = 21:11

Kangli, Mangli and Sanvali are partners sharing profits in the ratio of $4 : 3 : 2$ . Kangali retires. Assuming Mangli and Sanvali will share profits in future in the ratio of $5 : 3$ , determine the gaining ratio.

Old ratio (Kangli, Mangli and Sanvali) = 4:3:2

New ratio (Mangli and Sanvali) = 5:3

Gaining ratio = New ratio – Old ratio

Mangli’s Gain = 5/8 – 3/9 = 45/72 – 24/72 = 21/72

Sanvali’s Gain = 3/8 – 2/9 = 27/72 – 16/72 = 11/72
Gaining ratio = 21:11