Math, asked by jincyjohn567, 1 year ago

A B and C invest in the business in the ratio 3:6:5. Only B is the sleeping partner hence his share will be 3/4th of what it would have been if he were a working partner. If they make 50000 profit,half of which is reinvested in the business and other half is distributed between the partners, then how much does get C ? Please EXPLAIN

Answers

Answered by karthik2737

here is your answer

Attachments:

karthik2737: is the answer 8928...

jincyjohn567: Nope it’s 10000

jincyjohn567: A:B:C = 3 : 6*3/4 :5 (B gets 3/4 Th of the profit since he is a sleeping partner)

jincyjohn567: total profit is 50000 but half is invested and remaining 25000 is distributed profit

jincyjohn567: so ratio becomes A: B :C =6 :9:10

jincyjohn567: 25—-> 25000

jincyjohn567: 1—-> 1000

jincyjohn567: c gets only 10 parts

jincyjohn567: c—->10—>10*1000=10000

jincyjohn567: so c gets 10000 rs of the distributed profit

Answered by amitnrw

Step-by-step explanation:

A B and C invest in the business in the ratio 3:6:5

If they make 50000 profit,half of which is reinvested in the business and other half is distributed between the partners

=> 25000 distributed

B would have got as working partner = (6/14)*25000

= 75000/7

(3/4) of Share = (75000/7)*(3/4) = 56250/7

Remaining share = 75000/7 - 56250/7 = 18750/7

C normal share = (5/14)*25000 = 62500/7

18750/7 would be shared between A & C in 3 : 5 Ratio

C would get (5/8)*(18750/7) = 46875/28

C share = 62500/7 + 46875/28 = 296875/28

= 10,602.7

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