The general approach to simplifying these expressions is to multiply the fraction by another fraction (equivalant to 1) consisting of the complex-conjugate of the denominator over itself:

= 



from here, carry out the multiplications, the denominator will become a pure real.



= 

=  

RELATED QUESTIONS

(3+4i)/(2+3i) (answered by unlockmath)

(3i^2)(4i^3) (answered by ewatrrr)

Simplify  (4i - 3)(3i +... (answered by Fombitz)

3-3i/4i (answered by stanbon)

(3+4i)(4-3i) (answered by Alan3354)

(3+4i)/(6+3i) (answered by robertb)

(5+3i)+(2+4i) (answered by MathLover1)

(5+3i) + (2+4i)  (answered by shymeerab)

5-4i/2-3i (answered by Alan3354)