2 thoughts on “what are the multiplicative and additive identities in the set of natural number”
Answer:
The additive inverse is generally represented as −n. Multiplicative Identity: Z includes the multiplicative identity 1. For all n∈Z n×1=n. Multiplicative inverse: Integers other than 1 do not have multiplicative inverses in Z.
The additive inverse is generally represented as −n. Multiplicative Identity: Z includes the multiplicative identity 1. For all n∈Z n×1=n. Multiplicative inverse: Integers other than 1 do not have multiplicative inverses in Z.
Answer:
The additive inverse is generally represented as −n. Multiplicative Identity: Z includes the multiplicative identity 1. For all n∈Z n×1=n. Multiplicative inverse: Integers other than 1 do not have multiplicative inverses in Z.
Answer:
The additive inverse is generally represented as −n. Multiplicative Identity: Z includes the multiplicative identity 1. For all n∈Z n×1=n. Multiplicative inverse: Integers other than 1 do not have multiplicative inverses in Z.