additive inverse वाक्य

उदाहरण वाक्य

1. :Well, it " is interesting " that the product of 0 with any element of a ring is 0; or that the additive inverse of " a " equals " a " times the additive inverse of 1.
2. This isomorphism makes the surreal numbers into a valued field where the valuation is the additive inverse of the exponent of the leading term in the Conway normal form, e . g ., ? ( ? ) =-1.
3. :Well, it " is interesting " that the product of 0 with any element of a ring is 0; or that the additive inverse of " a " equals " a " times the additive inverse of 1.
4. These three labels have a special significance in the axioms that define a ring; they are the additive identity ( 0 ), the multiplicative identity ( 1 ), and the additive inverse of 1 (  " 1 ).
5. *PM : additive inverse of one element times another element is the additive inverse of their product, id = 7677 new !-- WP guess : additive inverse of one element times another element is the additive inverse of their product-- Status:
6. In the case where " b " =  " " a ", the exponent simplifies to 0 and the answer to 1; therefore additive inverse ( negative ) in the exponent implies multiplicative inverse ( reciprocal ) in the base.
7. *PM : additive inverse of one element times another element is the additive inverse of their product, id = 7677 new !-- WP guess : additive inverse of one element times another element is the additive inverse of their product-- Status:
8. *PM : additive inverse of one element times another element is the additive inverse of their product, id = 7677 new !-- WP guess : additive inverse of one element times another element is the additive inverse of their product-- Status:
9. *PM : additive inverse of one element times another element is the additive inverse of their product, id = 7677 new !-- WP guess : additive inverse of one element times another element is the additive inverse of their product-- Status:
10. In algebra, a minus sign is usually thought of as representing the operation of additive inverse ( sometimes called " negation " ), with the additive inverse of a positive number being negative and the additive inverse of a negative number being positive.