Answer:
C. [tex]-27+10i[/tex]
Step-by-step explanation:
The expression is:
[tex](i+3)+6i-3(8-i)[/tex]
Distribute -3 inside the bracket. This gives,
[tex]i+3+6i+(-3\times 8)- (-3\times i)\\ i+3+6i-24-(-3i)\\ i+3+6i-24+3i[/tex]
Now, we combine the like terms and simplify. This gives,
[tex](i+6i+3i)+(-24-3)=10i+(-27)=-27+10i[/tex]
Therefore, [tex](i+3)+6i-3(8-i)[/tex] is equal to [tex]-27+10i[/tex].
Answer:
-27+10i
Step-by-step explanation:
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