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3 BECEN: Supplied code \# Return the array refurn dis array, vel_array, ped_array ?END: Supplied code liputs are eqplatied in the tabe tielonis. \begin{tabular}{|c|c|} \hline \begin{tabular}{l} Pyenon variatie \\ tame \end{tabular} & Nenring \\ \hline array & A nimpy array of legafany quaced poirts. They are fie Bre anstances in uimulation. \\ \hline Ormega_array & \begin{tabular}{l} The s a munpy array with Nenies the entry Outega arrayit is me value of of in me maltiervatical model \\ The quantity q is retited to the wilong speed of the the pedestion with index L . \\ We uts explats how you can use Omega ariay on the page whers we descotbe the matheriatical model. it is fiere \\ and \( E \) is best mat your renat that later. \end{tabular} \\ \hline dis? & piltel idsiplacertent of the boige. Thus is a scaler. \\ \hline Fin & Iruni veloclyy of the bradge. Thas is a sening. \\ \hline\( p e d 0 \) & \\ \hline \end{tabular} are eiplaned in the baber beion \begin{tabular}{|c|c|c|} \hline \begin{tabular}{l} Pythois warishle \\ natre \end{tabular} & Siape & Puppose \\ \hline dis_artay & The sairve as 1 array & \begin{tabular}{l} To thore the displacermere of the landige \\ dingarray!| is the orplacernent at the sire geven by t_arraylI \end{tabular} \\ \hline Fel_array & The sence as 1 _amay & \begin{tabular}{l} To saore the velocty of the bituge \\ vel arrayli] is the stoplacement at the tine given by t arrayli \end{tabular} \\ \hline ped_array & \begin{tabular}{l} A truc-dinemsanal numpy array \\ The shape is \( N \) tiy the namber of erities in \\ t meray \end{tabular} & \begin{tabular}{l} To soure the phase of the pedestuars \\ ped array\{ji] is the phase of pedeation i mi the trint given by \\ tarray! \end{tabular} \\ \hline \end{tabular} sim hritgen. you can nead how you tan trcrenuentaly develop 1 on plejpge which is abs nhere we mathematcal mudel la

          3 BECEN: Supplied code
\# Return the array
refurn dis array, vel_array, ped_array
?END: Supplied code liputs are eqplatied in the tabe tielonis.
\begin{tabular}{|c|c|}
\hline \begin{tabular}{l} 
Pyenon variatie \\
tame
\end{tabular} & Nenring \\
\hline array & A nimpy array of legafany quaced poirts. They are fie Bre anstances in uimulation. \\
\hline Ormega_array & \begin{tabular}{l} 
The s a munpy array with Nenies the entry Outega arrayit is me value of of in me maltiervatical model \\
The quantity q is retited to the wilong speed of the the pedestion with index L . \\
We uts explats how you can use Omega ariay on the page whers we descotbe the matheriatical model. it is fiere \\
and \( E \) is best mat your renat that later.
\end{tabular} \\
\hline dis? & piltel idsiplacertent of the boige. Thus is a scaler. \\
\hline Fin & Iruni veloclyy of the bradge. Thas is a sening. \\
\hline\( p e d 0 \) & \\
\hline
\end{tabular}
are eiplaned in the baber beion
\begin{tabular}{|c|c|c|}
\hline \begin{tabular}{l} 
Pythois warishle \\
natre
\end{tabular} & Siape & Puppose \\
\hline dis_artay & The sairve as 1 array & \begin{tabular}{l} 
To thore the displacermere of the landige \\
dingarray!| is the orplacernent at the sire geven by t_arraylI
\end{tabular} \\
\hline Fel_array & The sence as 1 _amay & \begin{tabular}{l} 
To saore the velocty of the bituge \\
vel arrayli] is the stoplacement at the tine given by t arrayli
\end{tabular} \\
\hline ped_array & \begin{tabular}{l} 
A truc-dinemsanal numpy array \\
The shape is \( N \) tiy the namber of erities in \\
t meray
\end{tabular} & \begin{tabular}{l} 
To soure the phase of the pedestuars \\
ped array\{ji] is the phase of pedeation i mi the trint given by \\
tarray!
\end{tabular} \\
\hline
\end{tabular}
sim hritgen. you can nead how you tan trcrenuentaly develop 1 on plejpge which is abs nhere we mathematcal mudel la

3 BECEN: Supplied code
# Return the array
refurn dis array, velarray, pedarray
?END: Supplied code liputs are eqplatied in the tabe tielonis.

Pyenon variatie

tame
Nenring

array A nimpy array of legafany quaced poirts. They are fie Bre anstances in uimulation.

Ormegaarray
The s a munpy array with Nenies the entry Outega arrayit is me value of of in me maltiervatical model

The quantity q is retited to the wilong speed of the the pedestion with index L .

We uts explats how you can use Omega ariay on the page whers we descotbe the matheriatical model. it is fiere

and E is best mat your renat that later.

dis? piltel idsiplacertent of the boige. Thus is a scaler.

Fin Iruni veloclyy of the bradge. Thas is a sening.

p e d 0

are eiplaned in the baber beion

Pythois warishle

natre
Siape Puppose

disartay The sairve as 1 array
To thore the displacermere of the landige

dingarray!| is the orplacernent at the sire geven by tarraylI

Felarray The sence as 1 amay
To saore the velocty of the bituge

vel arrayli] is the stoplacement at the tine given by t arrayli

pedarray
A truc-dinemsanal numpy array

The shape is N tiy the namber of erities in

t meray

To soure the phase of the pedestuars

ped array{ji] is the phase of pedeation i mi the trint given by

tarray!

sim hritgen. you can nead how you tan trcrenuentaly develop 1 on plejpge which is abs nhere we mathematcal mudel la

Added by Crystal C.

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