In this question, we look at some different powers of $i$i.
Consider the expression $i^n$in. Which of the following values of $n$n would result in $i^n$in being equal to $1$1?
$16$16
$14$14
$4$4
$22$22
Complete the table by finding the value of each term.
$i^2$i2 | $i^4$i4 | $i^6$i6 | $i^8$i8 |
---|---|---|---|
$\editable{}$ | $\editable{}$ | $\editable{}$ | $\editable{}$ |
Simplify $2i^7$2i7.
Simplify $4i^{10}$4i10.
Simplify $vi^{10}$vi10.