Step 1: Let Hari's purchase price of the product be \( P \).Nbsp;
Step 2: Bina sold the product to Shyam at a 19% loss for ₹4860. This means: \[ P \times (1 - 0.19) = 4860 \Rightarrow P \times 0.81 = 4860 \Rightarrow P = \frac{4860}{0.81} = 6000 \] Therefore, Hari's purchase price was ₹6000.
Step 3: If Bina had sold the product for ₹6000, she would have made a 17% profit. This implies the price she originally paid for the product was: \[ \text{Bina's Cost Price} = \frac{6000}{1 + 0.17} = \frac{6000}{1.17} \approx 5128.21 \] However, Bina's cost price is not needed. Instead, consider this: If Shyam had purchased the product for ₹6000 (Hari's cost), Bina would have made a 17% profit. Thus: \[ \text{Shyam’s Cost Price} = 6000 \times (1 + 0.17) = 6000 \times 1.17 = 7020 \]
Step 4: Shyam sold the product to Hari for ₹4860. His loss is calculated as: \[ 7020 - 4860 = \boxed{2160} \]
Final Answer: Shyam incurred a loss of ₹2160.