Please help ASAP! Don't have much time. Data and graph included. Calculate the slope of the line in your graph of the square of the period of the pendulum vs. length of the string [slope = (y2-y1)/(x2-x1)]. Galileo figured out the equation that describes the behavior of a pendulum. If you square both sides of the equation, you will find that the slope of the line is related to the acceleration due to gravity (g). Specifically, slope = 4pie^2/g. Use your data to calculate g. How does it compare with the accepted value of 9.807 m/s2? Calculate the percent error and show your work.
Data
@Mashy Do happen to have the time to help with this? I think the slope is around 13.5ish but when I input that into the equation and solve for g it's nowhere near the accepted value. What am I doing wrong?
Lets start with ...what are the units involved for these numbers?
ok, show me your calculation of the slope including units please.
I did (475.676 m/s - 675.74 m/s)/(50m-35m)
Hold on, switch the 475.676 and the 675.74
ok did you actually do the experiment and this is a lab question?
yes
The values on the right are actually the period. Sorry! I asked this yesterday and I was doing something else before I saw that someone had finally replied so I got a little discombobulated. Thank you so much for helping. I appreciate it.
ok so you measured the period in seconds and how about the length of the string?
cm
ok...so your data looks odd... based on what you are telling me ...the slope of your line is... (675-475)s^2/(.50 - .35)m = 1333 s^2/m... I think your data for t^2 is wrong... do you still have your raw data from the experiment?
still there?
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