Q.VI. SPORTS INTEGRATED: Sports science is a fascinating topic on its own, and most physical sports require having a basic understanding of scientific concepts. Consider the amount of physics involved with a sport like golf — a golfer must understand the concept of a trajectory and how this can be affected by a multitude of factors (wind speed and direction, for instance). From tennis to basketball, angles, arches, mass, the centre of gravity, angle of contact/release, etc, are all involved with these types of sports! Based on this, make a project — individually or in a group — on different sports and games where these laws and principles are applied, with practical examples, and present it in class.

Projectile Motion

Throw a ball to a friend and it never travels in a straight line — it rises, curves at the top, and falls back down. That curved path is projectile motion: the motion of any object that is thrown, launched or released into the air and then left to move under gravity alone. A cricket ball after release, an arrow shot from a bow, or a shot-put after it leaves the hand are all projectiles.

Two Independent Motions at Once

While gravity pulls a projectile downward, it also keeps moving forward. These two motions happen at the same time but completely independently of each other: the forward (horizontal) motion is steady, while the downward (vertical) motion is constantly speeded up by gravity.

Why It Matters in Sport

A fielder instinctively runs to the spot where a ball will land — an intuitive, practised sense of projectile motion. A javelin or shot-put throw, a basketball free throw, and a goalkeeper's goal kick are all managing the same physics: the path is a curve, and the outcome depends on the speed and angle at which the object leaves the hand or foot.

The Shape of the Path

Provided air resistance is ignored, the path is always a symmetrical curve called a parabola. The projectile rises to a highest point and then falls; the time spent rising equals the time spent falling, and, for equal launch and landing heights, the launch speed equals the landing speed.

Three quantities describe this path: range (the horizontal distance covered), maximum height reached, and time of flight (total time in the air). A steeper launch angle gives more height and a longer time in the air but less range; a shallower angle gives more range but less height. For a launch and landing at the same height, the greatest range is achieved at a launch angle of 45 degrees. …