Asked by Cherie
Explain why the product of an integer multiplied by itself cannot be negative.
Answers
Answered by
Jennifer
An integer is defined as any whole number from -infinity to infinity.
Therefore, there are three cases
1. The integer is 0
2. The integer is positive
3. The integer is negative
1. If the integer is zero, zero * zero is zero, which is not negative.
2. If the integer is positive, a positive number times a positive number is always a positive number.
3. If the integer is negative, a negative number times a negative number is always a positive number.
Therefore, there are three cases
1. The integer is 0
2. The integer is positive
3. The integer is negative
1. If the integer is zero, zero * zero is zero, which is not negative.
2. If the integer is positive, a positive number times a positive number is always a positive number.
3. If the integer is negative, a negative number times a negative number is always a positive number.
Answered by
Brooke
Explain why the product of an integer multiplied by itself cannot be negative.
Answered by
Hi
An integer is defined as any whole number from -infinity to infinity.
Therefore, there are three cases
1. The integer is 0
2. The integer is positive
3. The integer is negative
1. If the integer is zero, zero * zero is zero, which is not negative.
2. If the integer is positive, a positive number times a positive number is always a positive number.
3. If the integer is negative, a negative number times a negative number is always a positive number.
Therefore, there are three cases
1. The integer is 0
2. The integer is positive
3. The integer is negative
1. If the integer is zero, zero * zero is zero, which is not negative.
2. If the integer is positive, a positive number times a positive number is always a positive number.
3. If the integer is negative, a negative number times a negative number is always a positive number.
Answered by
Sabira
Why the product of zero and any integer is zero?
Answered by
Alexia
Idk