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The average of a set of 20 numbers is P. If one of the numbers from the set is replaced with 58, then the average becomes (P -
2). What is the value of the number that is replaced?
98
94
60
104
- Let the sum of the original set of numbers be 20P.
- Since the average is P for 20 numbers, the total sum = 20 * P.
- When a number is replaced with 58, the new average is (P - 2).
- The new sum of the numbers = 20 * (P - 2) = 20P - 40.
- Determine the value of the replaced number.
- Set the equations: Original sum - Replaced number + 58 = New sum.
- 20P - x + 58 = 20P - 40.
- Solve for x: x = 98.
- Evaluate the options.
- 98 matches our solution.
- 94, 60, 104 do not fit into the equation correctly.
- Correct Answer: Option 1 - 98
By: santosh ProfileResourcesReport error
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