Question
Hello, Please sketch a graph so i can see if i have done this correctly. Question being: For small oscillations, the horizontal position of the
Hello,
Please sketch a graph so i can see if i have done this correctly.
Question being:
For small oscillations, the horizontal position of the mass at the end of an ideal pendulum (one for which there is no friction) can be described by the equation below:
x(t)=Asin(wt+)
Here,
x(t)is the position,x, of the mass,m, at time (t); A,w and are the amplitude, angular frequency and initial phase, respectively.
Using
A=0.10m,
=90 (in degrees), and the value for the period you obtained in your experiment (2.057) sketch a graph of the position of the pendulum as a function of time indicating the amplitude, the period and their values. (Note: the purpose of drawing a sketch graph is to illustrate the relationship between quantities, without the need for accurate plotting or drawing. The shape of your graph should be correct, but there is no need to have scales marked on the axes.)
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