Question

Three partners invested RS. 18000, 16500, 12500 respectively. If third partner got Rs. 4625, as a profit, what was the total profit? And profit of 1st and 2nd partner?

Answer 1

hope u r satisfied with the answer

Answer 2

$Investment \: of \: A = Rs \:18000$

$Investment \: of \: B = Rs \:16500$

$and \:Investment \: of \: C = Rs \:12500$

$Ratio \: of \: profits = Ratio \: of \: investments$

$Ratio \: of \: profits \\= 18000 :16500 : 12500\\= 36 : 33 : 25$

$Sum \: of \: the \: ratio \: of \: profits \\= 36 + 33 + 25 \\= 94 \: parts$

$\blue {i ) Profit \: of \: C = Rs \: 4625 }$

$\implies 26 \:parts = Rs \:4625$

$\implies 1 \: part = \frac{4625}{26}$

$\implies \pink {1 \: part = Rs \:185 }$

$ii ) Profit \: of \: A \\= 36 \: parts \\= 36 \times 185 \\= Rs \: 6660$

$iii ) Profit \: of \: B \\= 33 \: parts \\= 36 \times 185 \\= Rs \: 6105$

$iv) Total\: Profit \\= 94 \: parts \\= 36 \times 185 \\= Rs \: 17390$

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