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What is a whole number and it's opposite between -0.5 and 0.9?
They are 0 which is its own additive opposite. 0 does not have a multiplicative opposite.
What is a whole number ad its opposite?
They are a pair of opposite whole numbers. Except in the case of 0 whose additive opposite is itself and which does not have a mulitplicative opposite.
What is a whole number and their opposite?
Well to correct your grammar first of all so I can read the question more understandably, what is a whole number and its opposite. A whole number is a number greater than 0. The opposite of a whole number is a negative number. A negative number is a number below 0, like you see on thermometers when its really cold sometimes. Here is a very important thing that you need to know. If you don't know this you will get it wrong on a test. 0 is not a negative number or whole number. It is just known as a place holder on the number line.
What is a whole number and it's opposite of zero?
They are bot whole numbers and, if not 0, they form a pair of additive inverses.
What is a product of a number multiplied by a whole number?
We know that one of these numbers is a whole number, but we don't know what kind of number the other is, so this statement doesn't tell us anything. We can make different assumptions about the first number, though, and make conclusions that way.Let X be the first number of unknown type, and Y be the whole number, "whole number" meaning the subset {0, 1, 2, 3, …} of the integers. Then:if Y is an integer (any element of the set {…, -2, -1, 0, 1, 2, …}, then the product of X and Y is an integer.if X is a negative integer, the product of X and Y is a negative integer or 0 (which would happen when Y is 0).if X is 0, the product of X and Y is 0.if X is a non-integer rational number, and this rational number can be expressed with a denominator equal to Y, then the product of X and Y is the numerator of X. For example, if X is 20/4 and Y is 4, the product of the two is 20.You can make other rules like this for other situations.
