In this blog we are going to tell you about Which Equation Demonstrates The Additive Identity Property?, so read this blog carefully to get the complete information.
A. (7 + 4i) + (7- 4i) = 14
B. (7 + 4i) + 0 = 7 + 4i
C. ( 7 + 4i) (1) = 7 + 4i
D. (7 + 4i) + (-7- 4i) =0
Answer: (B) (7 + 4i) + 0 = 7 + 4i
About the question
As you may know, there are certain properties which a real number holds. In this question, you have given some sets of equations and you need to identify the additive property from the following set of equations. So let’s understand what is the additive property of a real number along with the accurate explanation of the answer.
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Answer Explanation:
Here the answer is option B which means the equation (7 + 4i) + 0 = 7 + 4i demonstrates the additive property. An additive identity is a property in which if we add a real number to 0 or 0 to a real number, we will get the same real number result back. This implies that the result we will get on adding zero to any real number will be the real number itself. So the number zero is known as the identity element or the additive identity. For instance, if a is a real number and you are adding a to zero then a+0=a. So you can see that by adding 0 to any number the result is the same. Therefore zero is the additive identity and in the second option, zero is added to the number so the option second is correct.
The bottom line
The term Additive identity implies that when 0 is added to any number we will get the number back. So in this question, option B has an additive identity as 0 is added to (7+4i). We hope you got your answer and that the article helped make you understand the additive identity.
Conclusion
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