Kapil initiated a business with an investment of Rs. 30,00,000 in April 2022. After six months, his friend Kunal joined him with an investment of 25,00,000. In February 2023. Kapil's Ex-Class fellow Saloni also invested an amount equal to the total investment made by the earlier two partners. In what ratio the profit eamed after 3 years from the date on which Kapil initiated the business, will be distributed?

Kapil's investment: Rs. 30,00,000 from April 2022.

Kunal's investment: Rs. 25,00,000 starting from October 2022 (6 months after Kapil).

Saloni's investment: Rs. 55,00,000 (sum of Kapil's and Kunal's investments) starting from February 2023.

The ratio of profit distribution is based on both the amount invested and the time for which the investment was made. The formula for calculating the share in profit is:

​$$\text{Share in profit} = \text{Investment} \times \text{Time}$$​​

​Solution: