What is the sum of ages of Murali and Murugan?
Statements: I. Murali is 5 years older than Murugan.
Statements: II. The average of their ages is 25
Let the ages of Murali and Murugan be \( M \) and \( G \), respectively.
From Statement II, the average of their ages is 25: \[ \frac{M + G}{2} = 25 \quad \Rightarrow \quad M + G = 50 \] Thus, Statement II is sufficient to determine the sum of their ages.
When dealing with averages, multiplying by the total number of items gives the sum directly.