Question

The Inverse Property of Addition states that aplus​(minus​a)equals​_______: The sum of a real number and its additive​ _______ is_______, the additive​ _______.

Answer 1

Answer:

The Inverse Property of Addition states that $a + (-a) = 0$: The sum of a real number and its additive inverse is zero, the additive module.

Step-by-step explanation:

From the Algebra of Real Numbers we know that the Inverse Property of Addition, also know as Existence of Additive Inverse states that for all real number $u$ exist only a real number $v$ so that:

$u+v = 0$

Where $v = -u$ and $0$ is also known as additive module.

Therefore, we can complete the phrase below:

The Inverse Property of Addition states that $a + (-a) = 0$: The sum of a real number and its additive inverse is zero, the additive module.

Answer 2

Answer:

The Inverse Property of Addition states that : The sum of a real number and its additive inverse is zero, the additive module.

Step-by-step explanation:

ive done it!