Respuesta :

Answer:

-8i + 5

Step-by-step explanation:

Open the parentheses: 2 + i + 3 - 9i

Simplify:

-8i + 5

The required simplification for complex expression (2 + i) - (-3+9i)​ is 5-8i.

Simplification of (2 + i) - (-3+9i)​ to be determined.

What is a complex number?

The number that consist of a real number and imaginary numbers is called complex numbers. The standard form of complex number = a + bi. where a is the real part and bi is the imaginary b.


Let Z1 = (2 + i)
     Z2 =  (-3+9i)
Now
Z1 - Z2 = 2 + i - ( -3 + 9i )
While opening the parenthesis the negative sign outside change the sign presents inside the parenthesis.
Z1 - Z2 = 2 + i + 3 - 9i
Z1 - Z2 = 5 - 8i, it is the required simplification of Z2 - Z1


The required simplification for complex expression (2 + i) - (-3+9i)​ is 5-8i.

Learn more about complex numbers here:
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