To mark the answers to the questions, use the following instructions.

- k is a positive integer. v = 10 × k
**Column A**

The sum of the digits of k**Column B**

The sum of the digits of v - m and n are integers. 0 < m < n < 10
**Column A**

The number of multiples of m between 1 and 100**Column B**

The number of multiples of n between 1 and 100**Option:**1

**Explanation:**When*m*,*n*are integers between 1 and 10, and m < n, the number of multiples of m will be more than the number of multiples of n. E.g. for 8 , 9, the number of multiples are respectively 12 and 11 -
**Column A**

The sum of three different prime numbers if each number is less than 10**Column B**

The sum of three different positive even integers if each integer is less than 10 - a is a positive integer.
**Column A**

The remainder when a is divided by 7**Column B**

The remainder when a^{2}is divided by 7 - S = (-3, -2, 2, 3). The members of a set T are the squares of numbers in set S.
**Column A**

The number of members of S**Column B**

The number of members of T - The average (arithmetic mean) of 5 positive integers is 70.
**Column A**

The median of the 5 integers**Column B**

70Must Read Data Comparison Articles- Data Comparison Questions: Level 01
- Data Comparison Questions: Level 02

- R, S and T are 3 consecutive odd integers and R < S < T
**Column A**

R + S + 1**Column B**

S + T – 1 - x, y and z are negative integers
**Column A**

xyz**Column B**

x + y + z - x is an integer, and the remainder when 2x is divided by 4 is 0
**Column A**

The remainder when x is divided by 4**Column B**

0 - Each of w and x is less than 5 and greater than 2. Each of y and z is less than 2 and greater than 1.
**Column A**

w + x**Column B**

y + z