Database System Concepts
Database System Concepts
7th Edition
ISBN: 9780078022159
Author: Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher: McGraw-Hill Education
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Write a Python function calculateDistances (v) that calculates the distance (horizontal, in meters) traveled by a ball thrown at v meters per second, according to the angle (in degrees) of the throw. • Return a distance list of values where: distance [0]: ball thrown 0 degrees above horizontal. distance [1]: ball thrown 10 degrees above the horizontal. ... distance [9]: ball thrown 90 degrees above the horizontal. (straight up). Complete the main part of your program: - Read on the keyboard the speed which is a real number. - Call the function described above which creates the distance list and returns it. - Print the contents of the returned distance list. Your main program (outside of the function) does the following things: - read on the keyboard the speed a real number (int) - calls the function calculate_distances (v) - print the content of the distance list which was returned by the function
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Transcribed Image Text:Write a Python function calculateDistances (v) that calculates the distance (horizontal, in meters) traveled by a ball thrown at v meters per second, according to the angle (in degrees) of the throw. • Return a distance list of values where: distance [0]: ball thrown 0 degrees above horizontal. distance [1]: ball thrown 10 degrees above the horizontal. ... distance [9]: ball thrown 90 degrees above the horizontal. (straight up). Complete the main part of your program: - Read on the keyboard the speed which is a real number. - Call the function described above which creates the distance list and returns it. - Print the contents of the returned distance list. Your main program (outside of the function) does the following things: - read on the keyboard the speed a real number (int) - calls the function calculate_distances (v) - print the content of the distance list which was returned by the function
2v² cos0, sin 0, distance g 0, = angle en radians où: 180 g= 9.8, constante de gravité universelle.
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Transcribed Image Text:2v² cos0, sin 0, distance g 0, = angle en radians où: 180 g= 9.8, constante de gravité universelle.
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