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5. Turn your slope into a "for every" statement. Hint: The goes up for every 1 of ." BIU EEE E 6. Write out the equation for your line of best fit. Hint: Make sure you have: • Variables that match your experiment • Values for the the slope and intercept • Units for the slope and intercept

5. Turn your slope into a "for every" statement. Hint: The goes up for every 1 of ." BIU EEE E 6. Write out the equation for your line of best fit. Hint: Make sure you have: • Variables that match your experiment • Values for the the slope and intercept • Units for the slope and intercept

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Pendulum experiment Please help with #5 and 6
length period Vlength 2. Turn your intercept into a statement. Hint: "When the <horizontal quantity> is 0, the <vertical quantity> is <intercept with unit>." cm t Vcm Vx BIU EE EE O O 1. 19 0.8625 4.358898943540674 24 0.9667 4.898979485566356 29 1.1083 5.385164807134504 34 1.1958 5.830951894845301 3. Does your intercept make sense? How do you know? BIU E=E E 39 1.2292 6.244997998398398 44 1.3625 6.6332495807108 49 1.4083 7 54 1.4542 7.3484692283495345 4. A represents the slope of your line of best fit. Pay attention to the number and the unit. Mass Curve: 58 1.5375 7.615773105863909 7.937253933193772 A: 1.378 LO 63 1.6792 11 68 1.6875 8.246211251235321 RMSE : 4.029 g Take a look at the box below your graph to find the slope of your line. What is the slope of your line? period vs Vlength BIU E= EE 1.7 1.6 1.5 1.4 5. Turn your slope into a "for every" statement. Hint: The <vertical quantity> goes up <slope value> <vertical unit> for every 1 <horizontal unit> 1.3 of <horizontal quantity>." BIU E= EE 1.2 1.1 1 0.9 6. Write out the equation for your line of best fit. Hint: Make sure you have: 4.5 5 5.5 6 6.5 7 7.5 8 • Variables that match your experiment • Values for the the slope and intercept • Units for the slope and intercept Vlength (Vcm) Display Curve Fit Uncertainties BIU EE E E period Curve: t = Avx + B A : 0.212 B:-0.0630 s RMSE : 0.0323 s r: 0.992 (S) pouad
Transcribed Image Text:length period Vlength 2. Turn your intercept into a statement. Hint: "When the <horizontal quantity> is 0, the <vertical quantity> is <intercept with unit>." cm t Vcm Vx BIU EE EE O O 1. 19 0.8625 4.358898943540674 24 0.9667 4.898979485566356 29 1.1083 5.385164807134504 34 1.1958 5.830951894845301 3. Does your intercept make sense? How do you know? BIU E=E E 39 1.2292 6.244997998398398 44 1.3625 6.6332495807108 49 1.4083 7 54 1.4542 7.3484692283495345 4. A represents the slope of your line of best fit. Pay attention to the number and the unit. Mass Curve: 58 1.5375 7.615773105863909 7.937253933193772 A: 1.378 LO 63 1.6792 11 68 1.6875 8.246211251235321 RMSE : 4.029 g Take a look at the box below your graph to find the slope of your line. What is the slope of your line? period vs Vlength BIU E= EE 1.7 1.6 1.5 1.4 5. Turn your slope into a "for every" statement. Hint: The <vertical quantity> goes up <slope value> <vertical unit> for every 1 <horizontal unit> 1.3 of <horizontal quantity>." BIU E= EE 1.2 1.1 1 0.9 6. Write out the equation for your line of best fit. Hint: Make sure you have: 4.5 5 5.5 6 6.5 7 7.5 8 • Variables that match your experiment • Values for the the slope and intercept • Units for the slope and intercept Vlength (Vcm) Display Curve Fit Uncertainties BIU EE E E period Curve: t = Avx + B A : 0.212 B:-0.0630 s RMSE : 0.0323 s r: 0.992 (S) pouad
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