Question

Perform the indicated operation and write the result in the form a + bi i^100

Answer 1

D) 1

Explanation:

Correct on edg

Answer 2

`i^(100)=i^(4\cdot25)=\left(i^4\right)^(25)`

Recall that
`i^4=1`, since
`i^2=-1`. Then

`i^(100)=1^(25)=1`

so that in the form
`a+bi`, we have
`a=1` and
`b=0`.