Uniformly increasing acceleration is a type of motion where an object's velocity increases by the same amount in each unit of time. This means that the object's acceleration is constant and the velocity changes at a steady rate.
To calculate uniformly increasing acceleration, you can use the formula a = (vf - vi)/t, where a is the acceleration, vf is the final velocity, vi is the initial velocity, and t is the time interval. This formula assumes that the acceleration is constant.
The main difference between these two types of acceleration is the direction of the change in velocity. In uniformly increasing acceleration, the velocity is increasing at a constant rate, while in uniformly decreasing acceleration, the velocity is decreasing at a constant rate.
Uniformly increasing acceleration causes an object to move with a continuously increasing velocity. This means that the object will cover larger distances in shorter amounts of time, resulting in faster motion.
Some examples of uniformly increasing acceleration in everyday life include a car accelerating from a stop, a rollercoaster gaining speed as it goes down a hill, and a baseball accelerating as it falls towards the ground due to gravity.