Question

5 Additive inverse of -4/
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Answer 1

Answer:

4

Step-by-step explanation:

In Mathematics, the additive inverse of a number is defined as a value which on adding with the original number obtains the result 0. The additive inverse of the original number 'p' is represented by unary minus i.e. - p. The additive inverse is also known as the opposite number, sign change, negation.

Answer 2

Answer:

Let assume that there is a number a , then the additive inverse of the number a is the number that, when added to a , yields zero.

Let assume that there is a number a , then the additive inverse of the number a is the number that, when added to a , yields zero.Extending this concept in the question, we have the given number 5.

Let assume that there is a number a , then the additive inverse of the number a is the number that, when added to a , yields zero.Extending this concept in the question, we have the given number 5.Let suppose that the additive inverse of 5 is x .

Let assume that there is a number a , then the additive inverse of the number a is the number that, when added to a , yields zero.Extending this concept in the question, we have the given number 5.Let suppose that the additive inverse of 5 is x .Then according to the definition their sum will be equal to zero.

Let assume that there is a number a , then the additive inverse of the number a is the number that, when added to a , yields zero.Extending this concept in the question, we have the given number 5.Let suppose that the additive inverse of 5 is x .Then according to the definition their sum will be equal to zero. ∴x+5=0

Let assume that there is a number a , then the additive inverse of the number a is the number that, when added to a , yields zero.Extending this concept in the question, we have the given number 5.Let suppose that the additive inverse of 5 is x .Then according to the definition their sum will be equal to zero. ∴x+5=0Shifting the constant value 5 to the right, we get

Let assume that there is a number a , then the additive inverse of the number a is the number that, when added to a , yields zero.Extending this concept in the question, we have the given number 5.Let suppose that the additive inverse of 5 is x .Then according to the definition their sum will be equal to zero. ∴x+5=0Shifting the constant value 5 to the right, we get ⇒x=−5

Let assume that there is a number a , then the additive inverse of the number a is the number that, when added to a , yields zero.Extending this concept in the question, we have the given number 5.Let suppose that the additive inverse of 5 is x .Then according to the definition their sum will be equal to zero. ∴x+5=0Shifting the constant value 5 to the right, we get ⇒x=−5Hence, the additive inverse of the 5 is -5.

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