$4.$ Sets in python

For the following questions you have to provide the code and the output of your code.

a$)$ Write a code to generate the set setA of positive integers less than $1000$ which last two digits are divisible by $43($example $186$ is in the set because $86$ is divisible by $43)$

b$)$ Write a code to generate the set setB of positive integers less than $1000$ which first two digits are divisible by $24($example $725$ is in the set because $72$ is divisible by $24)$

c$)$ Write a code to compute setC the union of setA and setB

d$)$ Write a code to compute setD the intersection of setA and setB

e$)$ Check using a python code that $\backslash (\backslash$mid $\backslash )$ setA $\backslash (|+|\backslash$operatorname$\{$setB$\}|=|\backslash )$ setC $\backslash (|+|\backslash )$ setD $\backslash (\backslash$mid $\backslash )$

f$)$ Write a function cartesian that has two sets as input and returns their cartesian product as output $($without importing any library$)!$

g$)$ Use your function to find the cartesian product between setD and the set of colors on a traffic light.