Odd Pair of Numbers
Questions Page
A question related to odd pair of numbers.
Find the odd pair of numbers.
(a) 55 - 42
(b) 69 - 56
(c) 48 - 34
(d) 95 - 82
Solution:
Subtract the numbers;
55 – 42 = 13
69 – 56 = 13
48 – 34 = 14
95 – 82 = 13
Here, 48 – 34 = 14 which is not similar to the other.
Therefore, 48 – 34 is the odd pair of numbers.
Answer: 48 – 34.
● High School Math Puzzles.
● Fun Brain Math Puzzles.
Answer of Fun Brain Math Puzzle.
● Math Puzzles and Brain Teasers
● Odd Man Out
● Odd One Out.
● Odd Pair of Numbers.
● Worksheet on Odd Pair of Numbers.
● Number Puzzles and Games.
Math Puzzles
From Odd Pair of Numbers to HOME PAGE
Didn't find what you were looking for? Or want to know more information about Math Only Math. Use this Google Search to find what you need.
Recent Articles
-
What are Parallel Lines in Geometry? | Two Parallel Lines | Examples
Apr 19, 24 04:39 PM
In parallel lines when two lines do not intersect each other at any point even if they are extended to infinity. What are parallel lines in geometry? Two lines which do not intersect each other -
Perpendicular Lines | What are Perpendicular Lines in Geometry?|Symbol
Apr 19, 24 04:01 PM
In perpendicular lines when two intersecting lines a and b are said to be perpendicular to each other if one of the angles formed by them is a right angle. In other words, Set Square Set Square If two… -
Fundamental Geometrical Concepts | Point | Line | Properties of Lines
Apr 19, 24 01:50 PM
The fundamental geometrical concepts depend on three basic concepts — point, line and plane. The terms cannot be precisely defined. However, the meanings of these terms are explained through examples. -
What is a Polygon? | Simple Closed Curve | Triangle | Quadrilateral
Apr 19, 24 01:22 PM
What is a polygon? A simple closed curve made of three or more line-segments is called a polygon. A polygon has at least three line-segments. -
Simple Closed Curves | Types of Closed Curves | Collection of Curves
Apr 18, 24 01:36 AM
In simple closed curves the shapes are closed by line-segments or by a curved line. Triangle, quadrilateral, circle, etc., are examples of closed curves.