With the aid of a diagram describe the motion of an object projected at an angle to the horizontal .

Answer 1

When an object is projected at an angle to the horizontal, it follows a curved path called a projectile motion. The object moves in both the horizontal and vertical directions simultaneously. Initially, the object moves horizontally and then starts to fall vertically due to gravity.

A diagram of this motion would show the object being projected at an angle θ to the horizontal. The object follows a curved path, with the highest point of the path called the apex or peak. As the object moves, its velocity changes in both the horizontal and vertical directions.

At the peak of the object's path, the vertical component of the velocity becomes zero while the horizontal component remains constant. As the object continues to move, it accelerates downwards due to gravity, increasing its speed in the vertical direction while continuing to move horizontally.

Overall, the path of the object projected at an angle to the horizontal forms a parabolic trajectory, as shown in the diagram. This motion can be analyzed using equations of motion and principles of projectile motion to determine the object's position and velocity at any point in its trajectory.