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Average(Mean)

The mean of a...

Question

The mean of a set of five different positive integers is 15. The median is 18. The maximum possible value of the largest of these five integers is

A

19

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B

24

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C

32

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D

35

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E

40

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Solution

The correct option is D 35
35

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Similar questions

1, 2, 3, 6, 8

is a set of five positive integers whose mean is 4 and median is 3. Write down two other sets of five positive integers, each having the same mean and median as this set.

Q. The average of

5

distinct positive integers is

33

. If the average of the three largest numbers within this set is

39

then the difference of the maximum and minimum possible values of the median of the

5

Q. The median of 11 different positive integers is 15 and seven of those 11 integers are 8,12, 20, 6, 14, 22 and 13.
I. The difference between the averages of four largest integers and four smallest integers is 13.25.
II. The averages of all 11 integers is 16.
Which of the following statements would be sufficient to find the largest possible integer of these numbers?

Q. The average of

5

distinct positive integers is

33

. If the average of the three largest numbers within this set is

39

then the difference of the maximum and minimum possible values of the median of the

5

Q. The average (arithmetic mean) of three different positive integers is

12

. If the first of these integers is

9

times the second integer, what is the least possible value of the third integer?

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