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Sunday, October 11, 2020

Solution Exercise 202: a python program to examines whether two sets are disjoint or not
The direction variable is named as direction in Unix or route in home windows -Python-courses-Unix is case touchy-Python-courses- windows isn-Python-courses-t always-Python-courses-.
In Mac OS, the installer handles the course info. To invoke the Python interpreter from any specific listing, you should add the Python listing on your direction.
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to add the Python listing to the direction for a specific consultation in Unix −
in the csh shell − type setenv direction -Python-courses-$route-Python-courses--Python-courses-usr-Python-courses-neighborhood-Python-courses-bin-Python-courses-python-Python-courses- and press enter.
inside the bash shell -Python-courses-Linux-Python-courses- − type export course=-Python-courses-$route-Python-courses--Python-courses-usr-Python-courses-local-Python-courses-bin-Python-courses-python-Python-courses- and press enter.
inside the sh or ksh shell − kind path=-Python-courses-$route-Python-courses--Python-courses-usr-Python-courses-neighborhood-Python-courses-bin-Python-courses-python-Python-courses- and press input.
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to feature the Python directory to the path for a selected session in home windows −
at the command activate − kind course %route%-Python-courses-C-Python-courses-Python and press input.
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Exercise 202

Write a program in python as a function which examines whether two sets are disjoint or not. If the two sets are disjoint, the function must return True and False if not.

Solution

def examineSet(E , F):
    # using and initializing a counter
    counter = 0
    # we test if there is a common element of E and F and incrementing the counter
    for x in E:
        if x in F:
            counter +=1
    if counter > 0:
        return True
    else:
        return False  

# Testing algorithm
E = {"Java", "Python", "Javascript", "C ++", "C #"} 
F = {"VB.ET", "Java", "Kotlin", "Python"}
print(examineSet(E , F)) # display True

G = {"Zend Framework", "Django", "Flask"}
H = {"AngularJS",  "Ionic Framework" , "ReactJS"}
print(examineSet(G , H)) # display False


Younes Derfoufi
my-courses.net

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