Hey, good to have you back! Let's jump right in. The total profit can be found by considering the capital ratio and the given profit difference between the first and third person. Let's work it out! Since the capital ratio is 3:8:5, the profit will be distributed in the same ratio. Let's assume the total profit is \(P\). So, the shares of the first, second, and third individuals are \(\frac{3}{16}P, \frac{8}{16}P, \text{and } \frac{5}{16}P\) respectively. Given that the profit of the first person is ₹60 less than the profit of the third person, we have: \(\frac{5}{16}P - \frac{3}{16}P = 60\) \(\frac{2}{16}P = 60\) \(P = 60 \times \frac{16}{2}\) \(P = 480\) So the total profit of the business is ₹480.