Respuesta :
Answer: 15+2i
Step-by-step explanation:
(5-3i)+(10+5i)
Split the equation
5+10=15
-3i+5i=2i
15+2i
The sum of the given complex numbers would be 15 + 2i.
What is a complex number?
A complex number is any number that has "i" in it. The value of i is √-1. The root of -1 does not exist, and therefore it is an imaginary number.
The sum of the complex numbers can be found below:
The given expression is:
(5 - 3i) + (10 + 5i)
We can find the sum by operating on the real numbers and imaginary numbers seperately. This can be done as shown below:
(5 - 3i) + (10 + 5i) = 5 - 3i + 10 + 5i
= (5 + 10) + (5i - 3i)
= 15 + 2i
We have found the sum of the complex numbers. The sum is found to be 15 + 2i.
Therefore, we have found that the sum of the given complex numbers would be 15 + 2i.
Learn more about complex numbers here: https://brainly.com/question/10662770
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