This week you used VPython to calculate the electric field above a $2$D plane of charge. You would have gotten something similar to the code shown belov We've written out the steps needed to complete the code in pseudo$-$code. Place the steps in order to make the code given.

Tor sach elead chunk in the x$-$direction

for $1$ in rasge $(0,sx)$ :

aloe $=$ startx $+$ isstepx

for $y$ in rasge$($e$,$ na$)$:

sloe $=$ starts $+$ j$*$stepa

eloudChunk $=$ sphere$($pos $=$ vectar$($xloc$,1000,$ aloc$),$ radius $=50,$ color $=$ color, red$)$

IistofcloudChunks. append $($cloudChunk$)$

roet $=$ vector $(0,0,0)$

$0=-15$

$x=$tes

$dx=16$

$dx=10$

inter $=-100$

intex $=-100$

whle intex & $1001$

tattr $=-160$

wille inter

Rnet $=$vec$(0,0,0)$

for ehunk is $1$istorcloudChunksi

Fhet to

$tntx=fntx+dx$

Inftr $=fnftx+dr$

Calculate the electric field from the charge at the observation point and add it to the net field

For every charge in the sheet

Split the sheet into individual point charges

Reset the net electric field

For this row of observation noints