The numbers 1,2,3,... etc are called natural numbers or counting numbers. Integers are the natural numbers plus zero plus the negative ( or opposite ) natural numbers. Why do we need negative natural numbers ? For one thing x + 1 = 0 is an equation whose solution is x = -1. We could not solve this equation if we did not have negative integers. So over history these negative numbers came about as a way to solve certain math problems. The numbers 1,2,3,... etc are called natural numbers or counting numbers. Integers are the natural numbers plus zero plus the negative ( or opposite ) natural numbers. Why do we need negative natural numbers ? For one thing x + 1 = 0 is an equation whose solution is x = -1. We could not solve this equation if we did not have negative integers. So over history these negative numbers came about as a way to solve certain math problems.
An additive opposite, yes. A multiplicative one, no.
No. The absolute simply returs the positive of any integer. ABS(6) = 6 and ABS(-6) = 6.
a negative integer or a fraction (as in 1/integer) or a negative fraction (as in -1/integer).
yes
-65
An additive opposite, yes. A multiplicative one, no.
The opposite integer of 4 is -4. In mathematics, the opposite of a number is its additive inverse, which means the number that, when added to the original number, results in zero. Therefore, the opposite integer of 4 is -4 because 4 + (-4) = 0.
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)
No. The absolute simply returs the positive of any integer. ABS(6) = 6 and ABS(-6) = 6.
the quotient of an integer and its opposite is never negative.
A non-integer.
a negative integer or a fraction (as in 1/integer) or a negative fraction (as in -1/integer).
yes
-65
Every integer is a rational number.
Every integer is rational.
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