# Is the product of any two odd numbers an odd number is it true for any two even numbers

## Is the product of any two odd number an odd number?

**The product of two odd numbers is an odd number**. Let m and k be any integers. This means that 2m+1 and 2k+1 are odd numbers.

## Is the product of any two odd numbers is always even?

**When two odd numbers are multiplied together, the result is always an odd number**. Thus (n + 1)(m + 1) must be an odd number. Because n and m are even, when we multiply two even numbers together, we always get an even number.

## When odd number and odd number multiply the product is?

: Since is odd, is also odd, since and odd number multiplied by an odd number yields

**an odd product**. Since is also odd, multiplying it by will again yield an odd product, so this expression is always odd.## How do you prove that the product of two odd numbers is always odd?

## What is the product of two even numbers?

The product of two even numbers is even. The product of two even numbers is even. Let m and n be any integers so that 2m and 2k are two even numbers. The product is

**2m(2k) = 2(2mk)**, which is even.## Is two and odd number?

**2 is not an odd number**.

## What is the sum difference product of any two odd numbers?

Answer:

**the sum of any two odd numbers is always even**. the product of any two odd numbers is always odd. the difference of any two odd numbers is always even.## Is the product of three odd numbers is odd?

**The product of three odd numbers is odd**. Example: 5 Ã— 1 Ã— 11 = 55 which is an odd number.

## What is the sum difference products of any two even numbers?

The sum,difference, product of any two even numbers is

**always an even number**.## What is the product of any two odd numbers?

The product of two odd numbers is

**an odd number**.## What is the sum of any two odd number answer?

even number

(a) The sum of any two odd numbers is

**an even number**.## What is the sum of any two odd and even number?

even number

SOLUTION: (i) The sum of any two odd numbers is

**an even number**. (ii) The sum of any two even numbers is an even number.## What is the product of first two odd numbers?

Hence, the product of two odd numbers is

**an odd number**.## What is the product of odd and even number?

An odd number multiplied by an even number will make

**an even number**. 4 is even. Everytime an even is added to a even the answer is always a even number. We hope that we convinced you that an odd number times an even number is always an even number.## What is the product of two odd whole numbers and even whole numbers?

As you can see, they all are odd. So, the product of two odd whole numbers

**always an odd whole number**.## Why is the product of 2 times any number an even number?

EVEN NUMBERS can be looked at as any number (call it “n”), multiplied by 2. … Therefore,

**any even number plus any other even number will always equal an even number**(as the answer you get will always be some number multiplied by two).## Is the product of two even numbers is always divisible by 4?

**The product of any two even integers is a multiple of 4**.” This is what I have so far: let n, m be even integers and let D be a integer that is divisible by 4.

## How do you find the product of two odd integers?

## Is 2 a factor of odd number?

Even numbers are integers that are divisible by 2. When they are divided by 2, there is no remainder.

**Odd numbers are integers that are not divisible by 2**.## Why is the product of an even and odd number even?

Think about what makes a number even — it is divisible by 2. The product of an even number (divisible by 2) and any other number is always even. This is because

**the even factor makes the product divisible by 2**(that is, 2 is a factor of the product number).## What two odd numbers equal an odd number?

For example, 7 (odd) – 1 (odd) = 6 (even). Multiplication:

**Multiplication of two odd numbers will always give an odd number**. For example, 3 (odd) Ã— 7 (odd) = 21 (odd). Division: Division of two odd numbers will always give an odd number.## What is an odd integer?

An odd integer is

**an integer which is not a multiple of (or equivalently one more than a multiple of )**. The odd integers are Every odd integer can be written in the form for some unique integer .