Projectile Motion

• Uniformly Accelerated Motion - When an object changes velocity at a constant rate.
• Acceleration - Change of rate in velocity with time.
• Projectile - An object moving through the air that's affected by gravity.
• Trajectory - The path that a projectile follows.
• Projectile - An object undergoing projectile motion.
• Trajectory - The parabolic path taken by a projectile.
• Angle - A numerical value that's measured in degrees. Expressing the orientation of the projectile that will be thrown/projected.
• Horizontally Launched Projectiles - A projectile that is launched horizontally and then accelerates upwards. It has a projectile and a trajectory.
• Angle Launched Projectiles - A projectile that has been projected in an angle. It has a projectile, a trajectory, and an angle.
• Horizontal Motion - Neglects air resistence and is the movement of an object along a horizontal plane.
• Horizontal Acceleration is 0 (digit)
• Range - Horizontal distance.
• Vertical Motion - The force that's acting upon this motion is gravity.
• Gravity = 9.8m/s^2
• Vertical Velocity is not constant.
• Height - Vertical distance.
• h = d_y
• Horizontal Velocity - v_x
• Vertical Velocity - v_y
• d_y = 1/2a_gt^2
• t = d_x/v_i
• v_f = -sqrt(2a_gd_y)
• Maximum Height - The maximum vertical distance that the projectile can reach.
• d_y (maximum height reached) = (v_i*sinth)^2/2g
• Horizontal Displacement (Range) = v_i*costh*t
• t_T (Time Taken) = (2)v_i*sinth/g
• To find the height of a vertically projected object, you must have the formula for the vertical distance and the time.
• To find the final velocity of a vertically projected object, you must have the formula of the final velocity which is -sqrt(2a_gd_y)
• t_T = Total time
• g = Gravity
• Horizontal and vertical displacement refer to the distances traveled by an object in the horizontal and vertical directions.
• Projectile - A launched/thrown/shot object.
• Trajectory - The parabolic path taken by a projectile.