A.B & C enter into a speculation. A puts in Rs.50, B puts Rs. 45 and C puts Rs. 70.At the end of 4 months A withdraws half his capital. At the end of 6 months C. enters into business and B withdraws all his money. At the end of year, in what ratio will the profit be divided ?
Answers
A B C
50 45 0 (For First 4months)
25 45 0 (after 6th month, A withdraw half (50/2) =25 from his capital)
25 30 70 (At 12 th month, B becomes 45*(2/3), and C enters with 70)
A B C
First 4 months= 50*4 : 45*4 : 0*4
Next 2 months 25*2 : 45*2 : 0*2
(Since, (6-4=2)
Last 6 months
(Since, 12-6=6) 25*6 : 30*6 : 70*6
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A:B:C = 400 : 450 : 420
= 40 : 45 : 42
A+B+C=(40+45+42) =127
2(40+45+42) =254(mentioned profit in problem)
So,
A's share =2*40= 80
B's share =2*45= 90
C's share =2*42= 84
Answer:
C's Share is 84
Step-by-step explanation:
A:B:C = 400 : 450 : 420
= 40 : 45 : 42
A+B+C=(40+45+42) =127
2(40+45+42) =254
So, By this
A's share will be =2*40= 80
B's share will be =2*45= 90
C's share will be =2*42= 84
The final answer for the question is C's share that is 84