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  2. Both balls fall together vertically, but the second ball has a uniform horizontal motion superimposed on its vertical motion; the combination of horizontal and vertical motions gives the second ball a parabolic path, as we'll see in Chapter 12.

  3. Since vertical and horizontal motions are independent, we can analyze them separately, along perpendicular axes. To do this, we separate projectile motion into the two components of its motion, one along the horizontal axis and the other along the vertical.

  4. Understand the motion of projectiles and satellites by separating their motion into horizontal and vertical components for National 5 Physics.

  5. The numerical information in both the diagram and the table above further illustrate the two key principles of projectile motion - there is a horizontal velocity that is constant and a vertical velocity that changes by 9.8 m/s each second.

  6. The overall motion, then, is a combination of motion with constant velocity horizontally, and motion with constant acceleration vertically, and we can write down the corresponding equations of motion immediately:

  7. In a Projectile Motion, there are two simultaneous independent rectilinear motions: Along the x-axis: uniform velocity, responsible for the horizontal (forward) motion of the particle. Along the y-axis: uniform acceleration, responsible for the vertical (downwards) motion of the particle.

  8. May 17, 2024 · Treat the motion as two independent one-dimensional motions, one horizontal with constant velocity and the other vertical with constant acceleration. The kinematic equations for horizontal and vertical motion take the following forms: Horizontal Motion – The x-component of velocity is constant (V x = V 0x = constant)