Question

Use the example as a model simplify the expressions. I to the 37th power=

Answer 1

Answer:

A: the answer is i

Step-by-step explanation:

took the test

Answer 2

$i = \sqrt{-1} \\ i^{2} = -1 \\ i^{3} = -i \\ i^{4} = 1$
After $i^{4}$, the sequence repeats itself
Divide 37/4 = 9 R 1. Now use the remainder and find which one of the values of i it matches.
$i = i^{1}$ so $i^{37} = i$