By implementing the concepts of Classes and Objects, write a C++ program that determines the horizontal and vertical displacement of a projectile, as well as the magnitude of the final velocity, at a given time, t, after the projection, Use the following formulas: x = Vo cos 0 (t) y = Vo sin 0 ( t) -0.5(9.8)t? Vx = Vo cos 0 Vy = Vo sin 0 -9.8(t) V = Vx2 + Vy2 The initial velocity, Vo, the angle of projection, 0, and the time, t, are to be entered from the keyboard. Accomplish the following for the given class diagram: Motion 1.) Create the class implementation using C++ Vo: double 2.) Using the constructor, create the object, M1 from theta : double t: double + Motion( Vo : double, theta : class Motion and store them in the heap memory. 3.) Implement the functions of the object. double, t: double) + setVot(): void + setT(): void + Mx( ): double + My(): double + V(): double

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By implementing the concepts of Classes and Objects, write a C++ program that determines
the horizontal and vertical displacement of a projectile, as well as the magnitude of the final
velocity, at a given time, t, after the projection, Use the following formulas:
x = Vo cos 0 ( t)
y = Vo sin 0 ( t) - 0.5(9.8)t?
Vx = Vo cos 0
Vy = Vo sin 0 – 9.8(t)
!!
V = Vx2 + Vy2
The initial velocity, Vo, the angle of projection, 0, and the time, t, are to be entered from
the keyboard.
Accomplish the following for the given class diagram:
Motion
1.) Create the class implementation using C++
Vo : double
2.) Using the constructor, create the object, M1 from
theta : double
t: double
+ Motion( Vo : double, theta :
class Motion and store them in the heap memory.
3.) Implement the functions of the object.
double, t: double)
+ setVot( ): void
+ setT(): void
+ Mx( ): double
+ My( ): double
+ V(): double
Transcribed Image Text:By implementing the concepts of Classes and Objects, write a C++ program that determines the horizontal and vertical displacement of a projectile, as well as the magnitude of the final velocity, at a given time, t, after the projection, Use the following formulas: x = Vo cos 0 ( t) y = Vo sin 0 ( t) - 0.5(9.8)t? Vx = Vo cos 0 Vy = Vo sin 0 – 9.8(t) !! V = Vx2 + Vy2 The initial velocity, Vo, the angle of projection, 0, and the time, t, are to be entered from the keyboard. Accomplish the following for the given class diagram: Motion 1.) Create the class implementation using C++ Vo : double 2.) Using the constructor, create the object, M1 from theta : double t: double + Motion( Vo : double, theta : class Motion and store them in the heap memory. 3.) Implement the functions of the object. double, t: double) + setVot( ): void + setT(): void + Mx( ): double + My( ): double + V(): double
NOTE: The member function setVot() is used to enter the values of initial velocity, Vo and
the angle of projection, theta, from the keyboard.
The member function setT() is used to enter the time, t, from the keyboard.
The member function Mx() is used to solve for horizontal displacement
The member function My() is used to solve for the vertical displacement
The member function, V() is used to solve for the final velocity
Sample input:
Enter the initial velocity, Vo :
Enter the angle of projection, in degrees:
Enter the time:
The horizontal displacement =
The vertical displacement =
The magnitude of final velocity =
Transcribed Image Text:NOTE: The member function setVot() is used to enter the values of initial velocity, Vo and the angle of projection, theta, from the keyboard. The member function setT() is used to enter the time, t, from the keyboard. The member function Mx() is used to solve for horizontal displacement The member function My() is used to solve for the vertical displacement The member function, V() is used to solve for the final velocity Sample input: Enter the initial velocity, Vo : Enter the angle of projection, in degrees: Enter the time: The horizontal displacement = The vertical displacement = The magnitude of final velocity =
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