Adding a mass on an oscillation causing a change in frequency

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kavipach
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Homework Statement


A thin uniform rod of mass m is suspended from one end and oscillates with a frequency f.
If a small sphere of mass 2m is attached to the other end, does the frequency increase or decrease?

Homework Equations





The Attempt at a Solution


I have reached a conclusion that the frequency would decrease but I am not sure exactly why. Is it because the amplitude would become bigger?
 
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No, it's not because of the amplitude.

Is this talking about a pendulum? What do you know about pendulums? Any formulas?
 
i know that pendulums work due to the concervation of energy but i don't understand how this could be about a pendulum.
 
Unless the P.E becomes greater when mass and since P.E=K.E, K.E becomes greater. But i don't understand how this would change the frequency.
 
kavipach said:
Unless the P.E becomes greater when mass and since P.E=K.E, K.E becomes greater. But i don't understand how this would change the frequency.

What can you say about the period of a pendulum?
 
kavipach: What is the equation for frequency of a pendulum?

If you look closely, there are only two variables in that equation. Is mass one of them?