X, Y and Z invest a sum in the ratio 6 : 59 : 41 respectively. If they earned total profit of ₹3,180 at the end of year, then what is the difference between the share of Y and Z?​

Correct option is D

Given:

Investment ratio X : Y : Z = 6 : 59 : 41

Total profit = ₹3180

Find the difference between Y’s and Z’s shares.

Formula Used:

Share $$\propto$$​ Ratio part

Solution:
Sum of parts = 6 + 59 + 41 = 106
Difference = $$\dfrac{18}{106} \times 3180$$​​

Difference = 1$$8 \times 3$$​0 = ₹540