2 dimensional motion is the movement of an object in a two-dimensional space, such as on a flat surface. This includes motion in both the x and y directions.
The equations used to solve 2 dimensional motion problems are the same as those used for 1 dimensional motion, but applied separately to the x and y directions. These equations include distance = velocity x time, velocity = initial velocity + acceleration x time, and acceleration = (final velocity - initial velocity) / time.
The direction of motion in 2 dimensions is determined by the angle of the object's velocity vector. This can be found by using trigonometric functions, such as sine and cosine, with the object's x and y components of velocity.
Yes, it is possible to solve 2 dimensional motion problems without knowing the acceleration. This can be done by using the equations for displacement and velocity, as well as the object's initial and final positions and velocities.
Some real-life examples of 2 dimensional motion include a ball rolling off a table, a car driving on a curved road, and a plane taking off from a runway. In each of these examples, the object is moving in both the x and y directions simultaneously.