$***,$ model the following programs logic using either pseudocode or a flowchart $($or both!$).$ Because this program uses functions to modularize the code, you should create SEPARATE flowcharts$/$pseudocode for EACH function. Do NOT try to create a single flowchart$/$pseudocode that captures the logic in all the functions. $$ Pseudocode may be typed into a Word document or a text file. $$ Flowcharts may be created using drawing shapes in a program such as Word or PowerPoint. They may also be created using an online tool such as Draw.IO $*****$

#Definition of the check$\_$vowel$()$ which returns the value based on the vowel conditions...

def check$\_$vowel$($word$)$:

val $=0$

for ch in word:

if ch in $[\text{'}$a$\text{'},\text{'}$e$\text{'},\text{'}$i$\text{'},\text{'}$o$\text{'},\text{'}$u$\text{'},\text{'}$A$\text{'},\text{'}$E$\text{'},\text{'}$I$\text{'},\text{'}$O$\text{'},\text{'}$U$\text{'}]$:

val $+=5$

return val

#Definition of the check$\_$consonant$()$ which returns the value based on the given consonants conditions...

def check$\_$consonant$($word$)$:

val $=0$

for ch in word.lower$()$:

if ch in $[\text{'}$r$\text{'},\text{'}$s$\text{'},\text{'}$t$\text{'},\text{'}$l$\text{'},\text{'}$n$\text{'}]$:

val $+=2$

return val

#Definition of the check$\_$numeric$()$ which returns the value based on the numeric values conditions...

def check$\_$numeric$($word$)$:

val $=0$

for ch in word:

if ch in $[\text{'}3\text{'},\text{'}4\text{'},\text{'}5\text{'},\text{'}6\text{'},\text{'}7\text{'}]$:

val $+=9$

return val

#Definition of the compute$\_$value$()$ which takes list of words...

def compute$\_$value$($wordlist$)$:

#Set the totalValue to $0...$

totalValue $=0$

#Call all functions and find the value...

for word in wordlist:

val $=0$

val $+=$ check$\_$vowel$($word$)$

val $+=$ check$\_$consonant$($word$)$

val $+=$ check$\_$numeric$($word$)$

#Update the totalValue...

totalValue $+=$ val

#Print the results...

print$("$

The value of the entire list is $=",$ totalValue$)$

print$("$The Average per word is $=\{$:$\mathrm{.}2$f$\}".$format$($totalValue $/$ len$($wordlist$)))$

#Definition of the main$()$ function...

def main$()$:

#Declare an empty list wordlist...

wordlist $=[]$

#Ask user for inputs...

while True:

word $=$ input$("$Enter a word $(-1$ to stop$)$: $")$

if word $!="-1"$:

wordlist.append$($word$)$

else:

break

#Call the compute$\_$value$()$ function...

compute$\_$value$($wordlist$)$

#Call the main$()$ function...

main$()$