Direction of Acceleration Vector

In summary, the direction of the acceleration vector in circular motion situations is perpendicular to the motion, specifically in the case of uniform circular motion. The direction of the net acceleration vector may not always be perpendicular and this depends on the specific scenario and the wording of the question. The centripetal force is responsible for pulling the object towards the center of the circle, causing the acceleration vector to be perpendicular to the motion.
  • #1
laurenbaboran
10
0

Homework Statement



What is true about the direction the acceleration vector points in circular motion situations?

Homework Equations



a It is perpendicular to the motion.
b There is no acceleration.
c It points opposite the motion.
d It points parallel to the motion.


The Attempt at a Solution


I got a, because if the object goes in a circle and the centripedal force pulls it it, it's perpendicular. Am I right?
 
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  • #2
laurenbaboran said:
centripedal force pulls it it, it's perpendicular. Am I right?

Centripetal perhaps? And yes, you are correct.
 
  • #3
Thank you so much :) Good to know about the spelling. You learn something new every day!
 
  • #4
The direction of centripetal acceleration is perpendicular to the motion .But the question asks direction of acceleration vector which may or may not be perpendicular to the motion .The direction of net acceleration vector is perpendicular only in case of uniform circular motion.

The question should either specify that it is a uniform circular motion or should ask the direction of centripetal acceleration .Only then ,the options make sense.
 
  • #5


Yes, you are correct. In circular motion situations, the acceleration vector is always directed towards the center of the circle, which is perpendicular to the motion of the object. This is known as the centripetal acceleration, and it is responsible for keeping the object moving in a circular path. This can be seen in the equation for centripetal acceleration, where the magnitude of the acceleration is equal to the square of the velocity divided by the radius of the circle. So, the direction of the acceleration vector is essential in understanding the motion of an object in circular motion situations.
 

What is the direction of an acceleration vector?

The direction of an acceleration vector is the direction in which an object is accelerating. It is typically described in terms of cardinal directions, such as north, south, east, and west, or in terms of angles relative to a reference point.

How is acceleration vector direction determined?

The direction of an acceleration vector is determined by the direction of the net force acting on an object. The net force is the combination of all forces acting on the object, and its direction is determined by the vector sum of these forces.

Can the direction of an acceleration vector change?

Yes, the direction of an acceleration vector can change if the net force acting on an object changes. This can occur if the magnitude or direction of one or more forces acting on the object changes, or if new forces are introduced.

What is positive and negative acceleration vector direction?

Positive acceleration vector direction refers to the direction in which an object is speeding up, while negative acceleration vector direction refers to the direction in which an object is slowing down. These directions are determined by the direction of the net force acting on the object.

How does the direction of an acceleration vector affect an object's motion?

The direction of an acceleration vector affects an object's motion by determining its change in velocity. If the direction of the acceleration vector is the same as the direction of the object's velocity, the object will speed up. If the two directions are opposite, the object will slow down. If the acceleration vector is perpendicular to the object's velocity, it will cause the object to change direction without changing its speed.

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