Very Simple Angular Physics Problem

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Homework Help Overview

The discussion revolves around a problem related to tangential velocity in the context of rotational motion, specifically involving the hour hand of a clock. The original poster seeks assistance in calculating the tangential speed of the hour hand's tip given its length.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • The original poster attempts to use the formula for tangential speed but questions the correctness of their calculations and the formula itself. Participants inquire about the time it takes for the hour hand to complete one revolution, leading to discussions about the duration of an hour and the total time for a full rotation.

Discussion Status

Participants are actively engaging in clarifying the time it takes for the hour hand to complete a revolution, with some recognizing potential misunderstandings in the original poster's approach. There is a productive exchange of ideas, but no consensus has been reached regarding the correct method or calculations.

Contextual Notes

There is a focus on understanding the relationship between time and angular motion, with participants discussing the implications of a 12-hour cycle for the hour hand's rotation. The original poster expresses uncertainty about their grasp of rotational motion concepts.

chrispsu
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Hi there, brand new to the site. Came across it when googling for help on tangential velocity in a rotational problem.
Anyhow I have an online homework due at midnight and would love to have any help possible with this question before then.

Heres the problem...
The hour hand on a certain clock is 8.9 cm long. Find the tangential speed of the tip of this hand in µm/s.

I tried v= w(angular velocity)r
so v= 2pi*r/ (60)(60) and got 155.3µm/s

This however is incorrect and any help to lead me the right way is greatly appreciated :D

Im an A student in Physics but just don't grasp rotation as well as the other topics.
This question is probably very simple but it is just not clicking for me, maybe I am missing the correct formula to use?
 
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How long does it take the hour hand of a clock to make one complete revolution?
 
Noein said:
How long does it take the hour hand of a clock to make one complete revolution?

3600 sec which is why i divided by that...is that not correct?:confused:
 
One hour is equal to 3600 s. This is not the total time it takes the hour hand to make one complete revolution, however.
 
Noein said:
One hour is equal to 3600 s. This is not the total time it takes the hour hand to make one complete revolution, however.

oh damn so i should multiplying 3600 * 24 then too!

see i knew i was making a dumb mistake, thanks a lot! :D
 
There are 24 hours in a day. But, when the hour hand of a clock goes around once, how many hours has it gone through?
 
Noein said:
There are 24 hours in a day. But, when the hour hand of a clock goes around once, how many hours has it gone through?

ahhh 12, tricky, tricky
 

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