Home Additive Identity Algebraic Expression Arithmetic Expression Associative Property Averages Brackets Closure Property Coefficient Of Variable Commutative Property Constants Divisibility Principles Factors Fractions Fundamental Operations H.C.F / G.C.D Integers L.C.M Multipication Properties of Numbers Multiples Multiplicative Identity Multiplicative Inverse Numbers Order of Numbers Order Relation Percentages Profit and Loss Ratio and Proportion Sieve of Eratosthenes Unitary Method Variables
| Multiplication of Two Positive Integers Multiplication (Two Positive Integers) | Multiplication (Two Negative Integers) | Multipication (Positive and Negative Integer) | Explanation
In a situation, where two positive integers are given for multiplication, you multiply the given integers and put a positive sign(+) on the left side of obtained number.
Note = A positive (+)sign on the left side of a number is normally ignored.
Following examples further explain How to Multiply Two Positive Integers :-
Example 1 = Find the product of two positive integers 8 and 3
Answer =The proceed is as :-
Multiply the given integers 8 & 3 and we get;
= 8 × 3 = 24
Example 2 = solve (20 × 10)
Answer =The proceed is as :-
Multiply the given integers 20 & 10 and we get;
= 20 × 10 = 200
Example 3 = solve (9 × 6)
Answer =The proceed is as :-
Multiply the given integers 9 & 6 and we get;
= 9 × 6 = 54
Example 4 = Find the product of two positive integers 11 and 2
Answer =The proceed is as :-
Multiply the given integers 11 & 2 and we get;
= 11 × 2 = 22
|
|
|