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How are uniform circular motion maps the same as linear motion maps? Check all that apply.

Time is represented by dots at 1-second intervals.

Start position is represented by an x.

Velocity vectors change length as the object’s speed changes.

Velocity vectors change direction as the object’s direction changes.

Acceleration vectors always point in the same direction.

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Answer:

Time is represented by dots at 1-second intervals.  

Velocity vectors change direction as the object’s direction changes.

Explanation:

I just did the problem and got it right! :)

The acceleration of circular path is continuous and the direction of the acceleration is inward.

  • Time is represented by dots at one second intervals.  
  • Velocity vectors change direction with change of the object’s direction.

Circular motion:

It is the motion of an object in the circular path at constant velocity.

Velocity if the circular path is constant and the direction of velocity is tangent to the object' motion.

The acceleration of circular path is continuous and the direction of the acceleration is inward.

Therefore, for uniform circular motion maps, time is represented as the dots of one second intervals.

To know more about Circular motion:  

https://brainly.com/question/2285236

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