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The average of n observations is 40. If one observation of value 80 is added, then the average of all the observations is 41. What is
the value of n?
40
39
38
43
- Let's denote the sum of the initial n observations as S.
- The average is given as 40, so S/n = 40 which implies S = 40n.
- When an observation of 80 is added, the total sum becomes S + 80.
- The new average is 41, hence (S + 80) / (n + 1) = 41.
- Substituting S = 40n into the equation gives: (40n + 80) / (n + 1) = 41.
- Solving for n, this equation simplifies to n = 39.
Option 2: 39 is the correct answer.
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