IPMAT Indore - Suppose a, b and c are three real numbers such that Max(a, b, c) \ + Min(a, b, c) = 15, and Median(a, b, c) \ - Mean(a, b, c) = 2. Then the median of a, b and c is | PYQs + Solutions

IPMAT Indore

Arithmetic

Medium

10.5

9.5

✅ Correct Option: 2

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The average of five distinct integers is 110 and the smallest number among them is 100. The maximum possible value of the largest integer is

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Let 50 distinct positive integers be chosen such that the highest among them is 100, and the average of the largest 25 integers among them exceeds the average of the remaining integers by 50. Then the maximum possible value of the sum of all the 50 integers is _________.

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The following table shows the number of employees and their median age in eight companies located in a district.

Company	Number of employees	Median age
A	32	24
B	28	30
C	43	39
D	39	45
E	35	49
F	29	54
G	23	59
H	16	63

It is known that the age of all employees are integers. It is known that the age of every employee in A is strictly less than the age of every employee in B, the age of every employee in B is strictly less than the age of every employee in C, ..., the age of every employee in G is strictly less than the age of every employee in H.

In company F, the lowest possible sum of the ages of all employees is:

IPMAT Indore (MCQ) PYQs

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