Maximum speed for pendulum problem

AI Thread Summary
To determine the maximum speed of a pendulum raised to a height of 15 cm, the conservation of energy principle is applied. The potential energy at the highest point is converted into kinetic energy at the lowest point. The correct kinetic energy formula is E = 1/2 mv^2. Clarification was needed regarding the pendulum's length, which is confirmed to be 1.0 m. Understanding these concepts allows for the calculation of the pendulum's maximum speed at the bottom of its swing.
soulja101
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Homework Statement


A pendulum of length 1.0cm is raised 15cm. What is the maxium speed it can reach the bottom.


Homework Equations


I have no clue. All i know is that v1 is zero.


The Attempt at a Solution


i need help to get started
 
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I am having trouble understanding the situation. How do you raise a 1cm pendulum 15cm? Please check your post for typos.. could it be a 1m pendulum?
 
pendulum

the pendulum length is 1.0m
my bad
 
Maybe conservation of energy? Kinetic and potential?
 
energy is correct. good.
So because of the way they wrote the queston, it's very easy.
:)
 
At equilibrium (i.e. the bottom in this question), all the potential energy has been converted to kinetic energy.
 
do i use the Ek=mv2
 
That is not the kinetic energy equation. E = \frac{1}{2} mv^2
 

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