Circular Motion Help: Solve Physics Homework

AI Thread Summary
The discussion revolves around solving physics homework problems related to circular motion. The first problem involves calculating the speed difference between the top and bottom of a 300m tower at the equator, emphasizing the need to determine both distance traveled and time taken. The second problem focuses on a merry-go-round, where the participant struggles to find angular velocity from the given period and diameter, highlighting the relationship between rotational and linear speed. The third problem pertains to the Bohr model of the hydrogen atom, where the participant seeks help in deriving the electron's revolution rate from the provided force and distance. Overall, the thread reflects a need for clarity on concepts of angular velocity and the relationship between rotational and linear motion.
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I am having some trouble with my physics homework.

#1) A 300m-tall tower is built on the equator. How much faster does a point at the to of the tower move than a point at the bottom?

#2) A 5m-diameter merry-go-round is initually turning with a 4.0s perio.d It slow down and stops in 20s. Before slowing, what is the speed of a child on the rim?
 
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I am having some trouble with my physics homework.

#1) A 300m-tall tower is built on the equator. How much faster does a point at the to of the tower move than a point at the bottom?

#2) A 5m-diameter merry-go-round is initually turning with a 4.0s period It slow down and stops in 20s. Before slowing, what is the speed of a child on the rim?

#3) In the Bohr model fo the hydrogen atom, an electron (mass m = 9.1X10^-31 kg) orbits a proton at a distance of 5.3X10^-11m. The proton pulls on the electron with an electric force of 8.2X10^-8N. How many revolutions per seconds does the electron make?

For #2, I just don't even know how to get the angular velocity with only the period and 5m diameter information to get the non-uniform circular motion velocity. For #3, I don't know how to derive the period (T) out of any of the information they give me. I'm new to this subject, can anyone enlighten me?
 
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I just got #1.
 
For part 1, there are 2 questions you need to answer. How far does the top travel, How long does it take.

#2. What is the relationship between rotational and lineral speed?
 
The fact that the merry go round slows to a stop is unimportant to the question. The general principal of speed applies here. think, what is the distance covered in one revolution of a circle? (It has a name, begins with "C"). How much time does it take to complete one revolution?
 
In one revolution fo a circle is equal to 2pi. And in the problem it says one period is 4s. And if I'm getting this straight, which I'm not, 2pi/4 would be the rev/s?
 
I got #1, but for number 2, I don't knwo the relationship between rotational and linear speed...
 
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