Respuesta :
Answer: A and C
Notice how 7+12 = 19 which constitutes the real part while -3i+i = -3i+1i = -2i is the imaginary part.
Notice how 7+12 = 19 which constitutes the real part while -3i+i = -3i+1i = -2i is the imaginary part.
Answer:
Option A and C are correct.
[tex]7-3i[/tex] and [tex]12 + i[/tex]
Step-by-step explanation:
A standard complex number is in the form of [tex]a+ib[/tex]
where a represents the real number and bi is the imaginary part.
From the given options:
let [tex]z_1=7-3i[/tex] and
[tex]z_2=12+i[/tex]
then;
[tex]z_1+z_2 = (7-3i)+(12+i) = (7+12)+i(-3+1) = 19+i(-2)=19-2i[/tex]
Therefore, the two complex numbers when added together and written in the standard form will give you [tex]19-2i[/tex] are:
[tex]7-3i[/tex] and [tex]12 + i[/tex]
