Create a MATLAB program that will analyze projectile motion. The user inputs are the following: The system of unit of measurement that will be used in the inputs and by the program; If the user input is 'MKS', then the units will be in meters and seconds. If the user input is 'FPS', then the units will be in feet and seconds. The magnitude of the initial velocity vo at which the object is thrown; • The angle of firing in degrees 0; The height h above the ground from which the object is thrown; The x-component az of the acceleration including the direction; The y-component will no longer be a user input as it is already the acceleration due to gravity i.e., g = 9.81 m/s² or g = 32.174 ft/s².

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Create a MATLAB program that will analyze projectile motion. The user inputs are the following:
The system of unit of measurement that will be used in the inputs and by the program;
If the user input is 'MKS', then the units will be in meters and seconds.
If the user input is 'FPS', then the units will be in feet and seconds.
The magnitude of the initial velocity v, at which the object is thrown;
The angle of firing in degrees 0;
The height h above the ground from which the object is thrown;
The x-component az of the acceleration including the direction;
The y-component will no longer be a user input as it is already the acceleration
due to gravity i.e., g = 9.81 m/s² or g = 32.174 ft/s?.
Transcribed Image Text:Create a MATLAB program that will analyze projectile motion. The user inputs are the following: The system of unit of measurement that will be used in the inputs and by the program; If the user input is 'MKS', then the units will be in meters and seconds. If the user input is 'FPS', then the units will be in feet and seconds. The magnitude of the initial velocity v, at which the object is thrown; The angle of firing in degrees 0; The height h above the ground from which the object is thrown; The x-component az of the acceleration including the direction; The y-component will no longer be a user input as it is already the acceleration due to gravity i.e., g = 9.81 m/s² or g = 32.174 ft/s?.
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