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✅ In this video,
✔️ Class: 11th
✔️ Subject: Physics
✔️ Chapter: Motion in a Straight Line
✔️ Topic Name: Uniformly Accelerated Motion : Numerical (Part 1)
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We all know that acceleration is the rate at which velocity of an object changes with respect to time. However, do you know what is uniformly accelerated motion? It can be difficult to perceive how an aspect that is defined by a rate of change can be defined as uniform. Therefore, let us study such uniformity in acceleration in detail, especially since this a vital concept which is necessary in numerous other chapters too.
Define Uniform Acceleration
One can say that uniform acceleration definition refers to an acceleration of an object, which remains constant irrespective of time. In simpler terms, a number equal to the acceleration in such a motion does not change as a function of time.
Some uniform accelerated motion examples include a ball rolling down a slope, a skydiver jumping out of a plane, a ball dropped from the top of a ladder and a bicycle whose brakes have been engaged.
Keep in mind that these examples of uniform application do not maintain absolute uniformity of acceleration, due to the interference of gravity and/or friction. However, these are still some of the cases where acceleration would be uniform if gravitational force and friction is considered zero.
Equations of Uniformly Accelerated Motion
After understanding what is uniform acceleration, one should proceed to learn about the three kinematic equations that define such a motion.
FAQ (Frequently Asked Questions)
1. What is Uniform Acceleration?
Ans. Uniform acceleration refers to the constant acceleration of a body irrespective to the function of time.
2. What is Uniformly Accelerated Motion in Horizontal Dimension?
Ans. If an object is under constant acceleration and moves on the x-axis plane, it is known as a uniform accelerated motion on the horizontal plane or dimension. Similarly, if the movement is along the y-axis, it would be known as a vertical uniformly accelerated motion.
3. What is the Distance Equation for UAM?
Ans. Distance (s) = ut + 1/2at2.
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