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Is the square root of 121 an integer?
Yes, the square root of 121 is 11
Give the absolute value of the integer Then write its opposite of the number -11?
I'm pretty sure the answer is negative 11
What is the opposite word for the integer number?
A non-integer.
Why is an integer sometimes less than its opposite?
An integer can be negative or positive, so if the integer is, let's say, -6. The opposite, or absolute value, of -6, is 6. So in this case, the opposite has more value than the actual integer. Does that answer the question? :D Best of luck, BrandonRocker98
What is the integer opposite of 65?
-65
Is the square root of 121 an integer?
Yes, the square root of 121 is 11
Give the absolute value of the integer Then write its opposite of the number -11?
I'm pretty sure the answer is negative 11
Is the opposite of an integer an integer?
yes. the opposite of a positive integer is the same except negative and vice versa ( ex: the opposite integer of -6 is 6. if you multiply them, it equals zero)
Is the quotient of an integer and its opposite always positive?
the quotient of an integer and its opposite is never negative.
What is the integer of 11?
11 is an integer.
What integer is the opposite of -6?
The opposite of an integer is the integer that, when added to it, results in a sum of zero. In this case, the opposite of -6 is 6, since -6 + 6 = 0. The opposite integer is also known as the additive inverse.
What is the opposite word for the integer number?
A non-integer.
Is integer number 11?
11 is an integer.
What is the opposite of a positive integer?
a negative integer or a fraction (as in 1/integer) or a negative fraction (as in -1/integer).
What is the sum of an integer and its opposite integer will always be zero?
yes
What is the opposite of the integer?
-65
Why is an integer sometimes less than its opposite?
An integer can be negative or positive, so if the integer is, let's say, -6. The opposite, or absolute value, of -6, is 6. So in this case, the opposite has more value than the actual integer. Does that answer the question? :D Best of luck, BrandonRocker98
