Question

(-1) x is even number of times=​

Answer 1

Given:

(-1) x

To Find:

(-1) x is even number of times is equal to

Solution:

• As we know that even number is any number that is exactly divisible by 2. Such as 2, 4, 6, 8 etc.

• Also when we multiply a negative integer by a negative integer then the result will be a positive integer.

Now,

According to the question:

-1 multiplied by -1 even number of times

(-1)×-(1) = 1                              [2 times]

(-1)×-(1)×(-1)×-(1) = 1                  [4 times]

(-1)×-(1)×(-1)×-(1)×(-1)×-(1) = 1     [6 times]

So, it is always be 1

Hence, (-1) x is even number of times is 1.

Answer 2

Answer:

The $(-1)$ times of even number is $1.$

Step-by-step explanation:

• An even number is a whole number that may be divided into two equal whole numbers by two.
• To find the even number we will check after dividing the number with two we get the zero denominator or not.
• If we get the zero denominator then the number is even otherwise it is odd.
• If we multiply any number with its even number of times then we always get a even number.
• Like if we multiply $(-1)$ with $2$ times we get $(-1)\times (-1)=1$.
• Similarly, if we multiply $(-1)$ with four times or six times or any other even number times then we always get the result positive that is $1$.

#SP