The multiplicative identity of any integer a is a number b which when multiplied with a, leaves it unchanged, i.e. b is called as the multiplicative identity of any integer a if a× b = a.

Multiplicative identity is a number with which when multiplied should give the result as the same number.

We know that whole numbers are a subset of integers which in turn are a subset of rational numbers. Also, 1 is the multiplicative identity for rational numbers because the product of 1 …

Reciprocal (Multiplicative Inverse) In the number system theory of mathematics identity and inverse are the two essential computations. These two are related to each other. The …

For Option A: The multiplicative identity of integers is 1, in fact the multiplicative identity of the ring of integers and of its extension ring such as Gaussian integers, field of rational numbers, real …

Definition of multiplicative identity : An identity that when used to multiply a given element in a specified set leaves that element unchanged.

Question 95 State whether the statement is True or False. (-1) is not a multiplicative identity of integers.

From these two statements, what logic can be drawn for the multiplicative identity of integers? Statement 1: 0 is the additive identity for integers. Statement 2: Any integer added to zero …

The multiplicative identity property states that any time you multiply a number by 1, the result, or product, is that original number. This is why 1 is called the multiplicative identity for rational …

What happens when we add two Imaginary Numbers? Is there even a way to do it? The basic algebraic operations on imaginary numbers like addition, subtraction, multiplication and …