When did Raghu joined with Raghav, if Raghav started a business with rs.1250 and Raghu with rs.3750, if the profits at the end of the year are divided equally ?
Answers
Given : Raghav started a business with rs.1250 and Raghu with rs.3750 . profits at the end of the year are divided equally
To find : When did Raghu joined with Raghav
Solution:
Raghav Starting with Rs 1250
Profit at the end of Year => after 12 months
Hence Raghav Effective investment = 1250 * 12
Let say Raghu joined after M months
then Raghu investment is for 12 - M months
Raghu invested 3750
Raghu effective investment = 3750 ( 12 - M )
at the end of the year are divided equally
=> Their effective investments are equal
Hence 1250 * 12 = 3750 ( 12 - M )
=> 12 = 3 ( 12 - M)
=> 4 = 12 - M
=> M = 8
Raghu joined after 8 Months
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Step-by-step explanation:
Given When did Raghu joined with Raghav, if Raghav started a business with rs.1250 and Raghu with rs.3750, if the profits at the end of the year are divided equally ?
- Given Raghu joins Raghav in a business.
- Raghav starts a business for Rs 1250.
- At the end of the year it will be 1250 x 12 = 15,000
- Also Raghu joins him with Rs 3750 = 3750 x t
- Therefore we have the ratio and will be 1:1
- 15,000 : 3750 n = 1 : 1
- 4 / t = 1 / 1
- Or t = 4
- Therefore Raghu joined after 4 months
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