Introducing values of launch speed and launch angle you can obtain the value of:
-The perpendicular components of the initial velocity
-Time to maximum height and maximum height (if it is not a horizontal throw or a throw below the horizontal)
-The flight time (time the mobile remains in the air, time it takes to return to the ground).
-The maximum horizontal reach.
- If the launch angle is zero, it is solved as a horizontal launch exercise.
-Given an instant "t" you can obtain the velocity and the coordinates of the mobile at that instant.
You also have a useful graph to visualize the trajectory of the projectile.
(Note: All data must be in the international system of units)
As a help, default values of the initial height (zero) and the acceleration of gravity (9.8 m / s2) are given, but these can be changed as desired.
-The perpendicular components of the initial velocity
-Time to maximum height and maximum height (if it is not a horizontal throw or a throw below the horizontal)
-The flight time (time the mobile remains in the air, time it takes to return to the ground).
-The maximum horizontal reach.
- If the launch angle is zero, it is solved as a horizontal launch exercise.
-Given an instant "t" you can obtain the velocity and the coordinates of the mobile at that instant.
You also have a useful graph to visualize the trajectory of the projectile.
(Note: All data must be in the international system of units)
As a help, default values of the initial height (zero) and the acceleration of gravity (9.8 m / s2) are given, but these can be changed as desired.
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