A started a business with the amount of Rs 40000 After 5 months A withdraws Rs 20000 B invest every month regularly. The ratio of profit share between A and B at the end of year is 10239. Find how much B invested in each month?
Answers
Answered by
4
Ratios of their investment,
=40000×12:60000×10:120000×x
=40×12:60×10:120×x
=40:5×10:10×x
=8:10:2x
=4:5:x
C′s share =150000
⇒9+x375000x=150000
⇒375x9+x=150
⇒375x=1350+150x
⇒225x=1350
⇒x=6
Thus C joined for 6 months.
Total months B joined =10
Thus C joined after B=10−6=4 month
Answered by
0
28200 is the amount invested B in each month when they started their business.
Explanation:
- The capitals of A and B have the following percentage:
- 200005+150007:200005+160007200005+260007
- =205000:212000:282000=205:212:282
1. A's share is equal to Rs. (69900 699205)=RS.20500.
2. B's portion is equal to Rs. (69900 699282)=RS.28200.
The portion is directly proportioned to the ratio of the amount invested in the business, the investment can be resonated with the profit share for 5 months.
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