A profit of Rs. 30000 is to be distributed among A, B, C in the proportion 3 : 5 : 7. What will be the difference between B’s and C’s shares? Options :Rs. 2000Rs. 10000Rs. 4000Rs. 14000
Question
A profit of Rs. 30000 is to be distributed among A, B, C in the proportion 3 : 5 : 7. What will be the difference between B’s and C’s shares? Options :Rs. 2000Rs. 10000Rs. 4000Rs. 14000
Solution 1
The total profit of Rs. 30000 is to be distributed among A, B, and C in the proportion 3:5:7.
Step 1: Add the ratios to get the total parts. 3 (for A) + 5 (for B) + 7 (for C) = 15 parts
Step 2: Find the value of one part. Rs. 30000 / 15 parts = Rs. 2000 per part
Step 3: Find the shares of B and C. B's share = 5 parts * Rs. 2000 per part = Rs. 10000 C's share = 7 parts * Rs. 2000 per part = Rs. 14000
Step 4: Find the difference between B's and C's shares. Difference = C's share - B's share = Rs. 14000 - Rs. 10000 = Rs. 4000
So, the difference between B's and C's shares is Rs. 4000.
Solution 2
The total profit of Rs. 30000 is to be distributed among A, B, C in the proportion 3 : 5 : 7.
Step 1: Add the ratios to get the total parts. 3 (for A) + 5 (for B) + 7 (for C) = 15 parts
Step 2: Find the value of one part. Rs. 30000 / 15 parts = Rs. 2000 per part
Step 3: Find the share of B and C. B's share = 5 parts * Rs. 2000 per part = Rs. 10000 C's share = 7 parts * Rs. 2000 per part = Rs. 14000
Step 4: Find the difference between B’s and C’s shares. Difference = C's share - B's share = Rs. 14000 - Rs. 10000 = Rs. 4000
So, the difference between B’s and C’s shares is Rs. 4000.
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