Satheesh started a business investing ₹ 60000 | vedclass

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(B) The ratio of their investments is calculated based on the product of capital and time period for each partner.Satheesh invested for $12$ months,Su

Vedclass · Accepted Answer

₹ $8000$,₹ $7500$,₹ $3500$

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(B) The ratio of their investments is calculated based on the product of capital and time period for each partner.Satheesh invested for $12$ months,Sunil for $9$ months $(12 - 3 = 9)$,and Subhash for $3$ months $(9 - 6 = 3)$.Ratio of investments = $(60000 	imes 12) : (75000 	imes 9) : (105000 	imes 3)$$= 720000 : 675000 : 315000$Dividing by $45000$,we get the ratio = $16 : 15 : 7$.Sum of ratio parts = $16 + 15 + 7 = 38$.Total profit = ₹ $19000$.Share of Satheesh = $(16 / 38) 	imes 19000 = ₹ 8000$.Share of Sunil = $(15 / 38) 	imes 19000 = ₹ 7500$.Share of Subhash = $(7 / 38) 	imes 19000 = ₹ 3500$.

Satheesh started a business investing ₹ $60000$. After $3$ months,Sunil joined him with a capital of ₹ $75000$. After another $6$ months,Subhash joined them with a capital of ₹ $105000$. At the end of the year,they made a profit of ₹ $19000$. Find the share of each.

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