Rearranging complex equation

[ECE101]

Hi,

I'm just wondering if someone could help me figure out which steps were taken to determine the attached equation?

Any help would be greatly appreciated!

---------- Post added 03-12-11 at 00:18 ---------- Previous post was 02-12-11 at 23:23 ----------

Solved, Solution courtesy of steveb:

Take your starting equation and multiply both sides by the denominator on the right hand side.

Then multiply the Zo through on the right hand side and multiply the Zin through on the left hand side.

Then swap the imaginary components on each side, by subtracting on each side. This will give the -j terms.

Then reverse the process by factoring out the Zo and ZL and dividing by the bracketed part to get the equation for ZL.

 

[InkD]

Hi,

i didn't try, but from the first look u just have to multiply both the terms of the equation, by the denominator at the right. then you factor by ZL and then u send the factor of ZL down to the right side of the equation. i'm in no mood to type it down but if that's not clear i'll try to maake it.

have a nice time