To complete a certain work, C working alone takes twice as long as A and B working together. A working alone takes 3 times as long as B and C working together. All the three together can complete the work in 5 days. How long would each take to complete th work individually?

Explanation

To solve the problem, we need to determine how long A, B, and C would take to complete the work individually based on the relationships given in the question. Let's break down the solution step by step.

### Step 1: Define Variables
Let:
- A's time to complete the work alone = \( x \) days
- B's time to complete the work alone = \( y \) days
- C's time to complete the work alone = \( z \) days

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