Skip to content
Home » Rules of Multiplication/Product of Integers

Rules of Multiplication/Product of Integers

Rules of Multiplication/Product of Integers

Rules of Multiplication/Product of Integers, positive integers, negative integers, multiplicand, multiplier
 

Multiplicands or multipliers are the integers that are multiplied.

Consider 

2×3

Here, 2 and 3 are multiplicands or multipliers.

 

RULE 1: If both multiplicand have same signs, then their product will be a positive integer.

For example:

a)  3×5 = 15  

Both 3 and 5 are positive integers, so their product, 15, is a positive integer.

b)  (-3) × (-5) = 15

Both -3 and -5 are negative integers, so their product, 15, is a positive integer.

 

RULE 2: If multiplicands have opposite signs, then their product will be a negative integer.

For example:

a)  6 × (-8) = -48

Here, 6 is a positive integer and -8 is a negative integer, so their product, -48, is a negative integer.

b)  (-6) × 8 = -48

Here, -6 is a negative integer and 8 is a positive integer, so their product, -48, is a negative integer.

 

RELATED POST:

Rules of Addition/Sum and Subtraction/Difference of Integers

How to add and Subtract Integers by number-line

MCQ-Quiz with Answers on Addition/Sum of Integers

MCQ-Quiz with Answers on Subtraction/Difference of Integers

MCQ-Quiz with Answers on Multiplication/Product of Integers

Rules of Division/Fraction of Integers

MCQ-Quiz with Answers on Division/Fraction of Integers

Leave a Reply

Your email address will not be published. Required fields are marked *

error: Content is protected !!