If your class implementations are correct, the program produce the following output:

$-$Object creation

Car object $1$ created: car$1,(2,1),0\mathrm{.}61$

Car object $2$ created: $[$car$2,(-4,1),0\mathrm{.}5$

Passenger object $1$ created: $[$passenger $1,(-2,3)]$

Passenger object $2$ created: $[$passenger$2,(0,0)]$

Scenario $1$

Cheapest car available: car$2,$ Cost per mile: $0\mathrm{.}5$

Cheapest car available: car$2,$ Cost per mile: $0\mathrm{.}5$

Nearest car for passenger$1$: car$2,$ Distance: $2\mathrm{.}83$

Nearest car for passenger$2$: car$1,$ Distance: $2\mathrm{.}24$

$-$Scenario $2-$

car$1\text{'}$s location has been updated: $[$car$1,(0,-5),0\mathrm{.}61]$

passenger $1\text{'}$s location has been updated: $[$passenger $1,(0,3)]$

Cheapest car available: car$2,$ Cost per mile: $0\mathrm{.}5$

Cheapest car available: car$2,$ Cost per mile: $0\mathrm{.}5$

Nearest car for passenger$1$: car$2,$ Distance: $4\mathrm{.}47$

Nearest car for passenger$2$: car$2,$ Distance: $4\mathrm{.}12$

$-$Scenario $3-$

New car added: $[$car$3,(0,2),0\mathrm{.}3$

Cheapest car available: car$3,$ Cost per mile: $0\mathrm{.}3$

Cheapest car available: car$3,$ Cost per mile: $0\mathrm{.}3$

Nearest car for passenger $1$: car$3,$ Distance: $1\mathrm{.}00$

Nearest car for passenger$2$: car$3,$ Distance: $2\mathrm{.}00$

import math

class Location:

#TODO: Implement the Location class according to the given UML class diagram and descriptions

class Car:

#TODO: Implement the Car class according to the given UML class diagram and descriptions

class Passenger:

#TODO: Implement the Passenger class according to the given UML class diagram and descriptions

class RideSharingApp:

#TODO: Implement the RideSharingApp class according to the given UML class diagram and descriptions

#For the remaining code $($after this line$),$ no modification is required

print $(\text{'}-\_-\_$object creation$$

location$1=$ Location $(2,1)$

location$2=$ Location $(-4,1)$

car$1=$ Car$(\text{'}$car$1\text{'},$ location$1,0\mathrm{.}61)$

car$2,$ location$2,0\mathrm{.}50)$

print$(\text{'}$Car object $1$ created: $\text{'},$ car$1)$

print$(\text{'}$Car object $2$ created:$\text{'},$ car$2)$

location$3=$ Location $(-2,3)$

location $4=$ Location $(0,0)$

passenger$1=$ Passenger passenger $1^{\text{'}},$ Location$3)$

passenger$2=$ Passenger $(\text{'}$passenger$2\text{'},$ location$4)$

print $(\text{'}$Passenger object $1$ created: $\text{'},$ passenger$1)$

print $(\text{'}$Passenger object $2$ created:$\text{'}\text{'},$ passenger$2)$

mobileApp $=$ RideSharingApp$()$

mobileApp.add$\_$car$($car$1)$

mobileApp.add$\_$car$($car$2)$

mobileApp.add$\_$passenger $($passenger $1)$

mobileApp.add$\_$passenger$($passenger $2)$

mobileApp. find$\_$cheapest$\_$car$()$

mobileApp.find$\_$cheapest$\_$car$()$

mobileApp.find$\_$nearest$\_$car$($passenger$1)$

mobileApp.find$\_$nearest$\_$car$($passenger $2)$

car$1.$move$\_$to $(0,-5)$

passenger$1.$move$\_$to $(0,3)$

print $(\text{'}$car$1\text{'}$s location has been updated:$\text{'},$ car$1)$

print$(\text{'}$passenger$1\text{'}$s location has been updated:$\text{'},$ passenger$1)$

mobileApp.find$\_$cheapest$\_$car$()$

mobileApp.find$\_$cheapest$\_$car$()$

mobileApp.find$\_$nearest$\_$car$($passenger $1)$

mobileApp.find$\_$nearest$\_$car$($passenger$2$

car$3,$ Location $(0,2),0\mathrm{.}3$

mobileApp.add$\_$car$($car$3)$

print $(\text{'}$New car added: $\text{'},$ car$3)$

mobileApp.find$\_$cheapest$\_$car$()$

mobileApp. find$\_$cheapest$\_$car$()$

mobileApp.find$\_$nearest$\_$car$($passenger$1)$

mobileApp.find$\_$nearest$\_$car$($passenger $2)$