Solving Oscillation Questions: Calculating Mass and Frequency

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Homework Help Overview

The discussion revolves around oscillation problems involving a block attached to a spring, focusing on calculating the mass of the block and the frequency of its motion. The spring constant is provided, and the scenarios involve the block's motion after being dropped and during oscillation.

Discussion Character

  • Mixed

Approaches and Questions Raised

  • Participants explore the use of conservation of mechanical energy for the first problem and discuss the relationship between angular frequency and frequency. There is confusion regarding the term "minimum extension" in the context of the second problem.

Discussion Status

Some participants have offered guidance on using conservation of energy and have referenced definitions related to angular frequency. However, there is no explicit consensus on the interpretation of the problems or the definitions involved.

Contextual Notes

Participants note the presence of multiple-choice answers for the frequency question, which may influence the approach to finding a solution. There is also mention of potential confusion regarding the definitions and relationships between variables in oscillation problems.

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'A block is attached to a vertical spring whose spring constant is 150 N/m. It is droped from rest with the spring at its natural length, and the block has a speed of 75.0 cm after droping a distance of 8 cm. Calculate the mass of the block.'

Now i know k = 150. v = 0.75 and x = 0.08. I also know k = mw^2. w = 2pi f but i cannot figure out how to get the angular frequency.



also...I know this one is probably very easy but i just can't figure it out:

'A block hangs from a spring and is set into vertical oscillation with an amplitude of 15 cm. During the motion, the minimum extension of the spring is 5.00 cm. Calculate the freqency of the motion.'

I know i have Xm and x, but i cannot relate them to frequency.

Any help would be greatly appriciated, thank you.
 
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For the first problem,use the law of conservation of total mechanical energy.

For the second,i have no idea what they mean by "minimum extension"...:confused:

Daniel.
 
it doesn't ask for the angular frequency, it asks for the frequency,


its acctually a multiple choice question giving me answers :

1.11 Hz
.501 Hz
1.21 Hz
.996 Hz
.736 Hz
to chose from :(
 
Well there is a simple correlation between angular frequency and frequency which is also given on the link above.
 

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