n = 1
Dividing any number by 1 equals the number you started with.
No because 0 is additive inverse the multiplicative inverse of a number is when you multiply that number by the m. inverse and still get that number.
yes they do. because a rational number is any number that can be made into a fraction there is no field axiom which goes against this. For example the multiplicative identity. 5/6 times 1 equals 5/6 exc....
The number 1 is the multiplicative identity. What this means is that if you multiply a number by 1, that number is unchanged (the result is equal to the original number).
Multiplicative Identity states that the product of any number and one is the number itself.
1
One.
Dividing any number by 1 equals the number you started with.
Additive identity: zero. Multiplicative identity: one.
The multiplicative identity of a number leaves that number unchanged under multiplication. Thus the multiplicative identity of any number is 1.
No because 0 is additive inverse the multiplicative inverse of a number is when you multiply that number by the m. inverse and still get that number.
Multiplicative identity property
yes they do. because a rational number is any number that can be made into a fraction there is no field axiom which goes against this. For example the multiplicative identity. 5/6 times 1 equals 5/6 exc....
Any number multiplied by 1 remains the same.One is called the Multiplicative Identity.Multiplying any number by one is an example of the Multiplicative Identity Property of One.The multiplicative identity states that:A x 1 = A
If the multiplicative inverse exists then, by definition, the product is 1 which is rational.
of course
The number 1 is the multiplicative identity. What this means is that if you multiply a number by 1, that number is unchanged (the result is equal to the original number).