Question

Three partners A , B and C invested their amounts in ratio 7:5:3. At the end of six months, A withdraws his

amount such that his total investment will be equal to C’s initial investment. If C’ share in annual Profit is Rs. 3600. A’s annual profit will be ?​

Answer 1

Given  : Three partners A , B and C invested their amounts in ratio 7:5:3

At the end of six months,  A withdraws his  amount such that his total investment will be equal to C’s initial investment.

C’ share in annual Profit is Rs. 3600

To Find :A’s annual profit

Solution:

Three partners A , B and C invested their amounts in ratio 7:5:3.

A = 7P

B = 5P

C  = 3P

At the end of six months,  A withdraws his  amount such that his total investment will be equal to C’s initial investment.

A's Annual Investment  = 7P x 6  + 3P x 6  =  60P

B's Annual Investment  = 5P x 12  =  60P

C's Annual Investment  = 3P x 12  =  36P

A : B : C = 60P : 60P : 36P

=> A : B : C = 5P : 5P : 3P

C’ share in annual Profit is Rs. 3600.

=> 3P = 3600

=> P = 1200

A’s annual profit  = 5P  = 5(1200) = Rs 6000

A’s annual profit  =   Rs 6000

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