Question 958462
2-i^5
_____
i^3
===============
= {{{(2 - i^5)/i^3}}}
= {{{(2 - i^4*i)/(i^2*i)}}}
Since {{{i^2 = -1}}}
= {{{(2 - i)/(-i)}}}
Multiply NUM and DEN by i
= {{{(2i - i^2)/(-i^2)}}}
= {{{(2i + 1)/(1)}}}
= 1 + 2i