Observations Note: All measurements need to be recorded in SI Units and contain the correct number of significant digits. Submit an investigation video for each incline angle. Incline 1 Length (hypotenuse) = Height (opposite side) = Angle, 0, = Data Table 1. Trial 1 2 3 4 (Show calculation.) Distance Object Time, At Traveled, s Experimental approximation¹ of the acceleration, a' Average experimental acceleration, a, in m/s² Experimental acceleration due to gravity, g, in m/s² *Show sample calculation. Note: [s = (1/2) a f²] and [a = g sine] 'Refer to the background for the explanation of Equation 6. ACTIVITY 1 Exploring Kinematics Note: All measurements need to be recorded in SI Units and contain the correct number of significant digits. 1. Measure the distance between the centers of the markers on the incline. This is the length of the incline (hypotenuse), the distance r shown on Figure 4. Measure the height of the incline (opposite side to the incline angle), the distance y on Figure 4. The distance y should be the height of the incline above the horizontal. Record these values in the Observation section for Incline 1 (see page 10). (An angle of 2 degrees with an r = 100 cm = 1.00 m would have a y = 3.5 cm = 0.035 m.) Figure 4. Right Triangle 2. Calculate the angle of the incline, and record the value in the Observation section for Incline 1. 3 0 = sin¹ (length of opposite side, y/length of hypotenuse, r)=sin¹ (y/r) Place the steel ball at the marker at the top of the incline. Start your video stopwatch, then release the ball from rest. Stop the video stopwatch after the ball has passed the marker at the bottom of the incline. Return the steel ball to the top of the incline, and use the video stopwatch to time another 3 trials (for a total of 4 trials). 5. Using the playback of your videos, determine the time it takes the steel ball to move between the markers at the top and bottom of your incline. Record these times in Data Table 1. 6. Increase the angle of your incline to approxi- mately 4 degrees by placing another book or other support under one end of your board. 7. Measure the height of your second incline above the horizontal. The length of the incline (hypotenuse) should remain constant. Record these values in the Observations section for Incline 2. 8. 9. Place the steel ball at the marker at the top of the incline. Start your video stopwatch, then release the ball from rest. Stop the video stopwatch after the ball has passed the marker at the bottom of the incline. Return the steel ball to the top of the incline, and use the video stopwatch to time another 3 trials (for a total of 4 trials). 10. Using the playback of your videos, determine the time it takes the steel ball to move between the markers at the top and bottom of your incline. Record these times in Data Table 2. 11. Increase the angle of your incline to approximately 6 degrees by placing another book or other support under one end of your board. 12. Measure the height of your third incline above the horizontal. The length of the incline (hypotenuse) should remain constant. CAROLINA

University Physics Volume 1
18th Edition
ISBN:9781938168277
Author:William Moebs, Samuel J. Ling, Jeff Sanny
Publisher:William Moebs, Samuel J. Ling, Jeff Sanny
Chapter2: Vectors
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Hello, I need some help with calculations for a lab, it is Kinematics: Finding Acceleration Due to Gravity.  Equations: s=s0+v0t+1/2at2 and a=gsinθ. The hypotenuse,r, is 100cm (given) and a height, y, is 3.5 cm (given). How do I find the Angle θ1? And, for distance traveled, s, would all be 100cm? For my first observations I recorded four trials in seconds: 1 - 2.13s, 2 - 2.60s, 3 - 2.08s, & 4 - 1.95s.  This would all go in the coloumn for time right? How do I solve for the experimental approximation of the acceleration?  Help with trial 1 would be great so I can use that as a model for the other trials.  Thanks!

Observations
Note: All measurements need to be recorded in SI Units and contain the correct number of
significant digits.
Submit an investigation video for each incline angle.
Incline 1
Length (hypotenuse) =
Height (opposite side) =
Angle, 0, =
Data Table 1.
Trial
1
2
3
4
(Show calculation.)
Distance Object
Time, At
Traveled, s
Experimental approximation¹
of the acceleration, a'
Average experimental acceleration, a, in m/s²
Experimental acceleration due to gravity, g, in m/s²
*Show sample calculation. Note: [s = (1/2) a f²] and [a = g sine]
'Refer to the background for the explanation of Equation 6.
Transcribed Image Text:Observations Note: All measurements need to be recorded in SI Units and contain the correct number of significant digits. Submit an investigation video for each incline angle. Incline 1 Length (hypotenuse) = Height (opposite side) = Angle, 0, = Data Table 1. Trial 1 2 3 4 (Show calculation.) Distance Object Time, At Traveled, s Experimental approximation¹ of the acceleration, a' Average experimental acceleration, a, in m/s² Experimental acceleration due to gravity, g, in m/s² *Show sample calculation. Note: [s = (1/2) a f²] and [a = g sine] 'Refer to the background for the explanation of Equation 6.
ACTIVITY 1
Exploring Kinematics
Note: All measurements need to be
recorded in SI Units and contain the correct
number of significant digits.
1. Measure the distance between the centers of
the markers on the incline. This is the length
of the incline (hypotenuse), the distance r
shown on Figure 4. Measure the height of the
incline (opposite side to the incline angle),
the distance y on Figure 4. The distance y
should be the height of the incline above
the horizontal. Record these values in the
Observation section for Incline 1 (see page
10). (An angle of 2 degrees with an r = 100 cm
= 1.00 m would have a y = 3.5 cm = 0.035 m.)
Figure 4.
Right Triangle
2. Calculate the angle of the incline, and record
the value in the Observation section for
Incline 1.
3
0 = sin¹ (length of opposite side, y/length of
hypotenuse, r)=sin¹ (y/r)
Place the steel ball at the marker
at the top of the incline. Start
your video stopwatch, then release the ball
from rest. Stop the video stopwatch after the
ball has passed the marker at the bottom of
the incline.
Return the steel ball to the top
of the incline, and use the video
stopwatch to time another 3 trials (for a total
of 4 trials).
5. Using the playback of your videos, determine
the time it takes the steel ball to move between
the markers at the top and bottom of your
incline. Record these times in Data Table 1.
6. Increase the angle of your incline to approxi-
mately 4 degrees by placing another book or
other support under one end of your board.
7. Measure the height of your second incline
above the horizontal. The length of the incline
(hypotenuse) should remain constant. Record
these values in the Observations section for
Incline 2.
8.
9.
Place the steel ball at the marker
at the top of the incline. Start
your video stopwatch, then release the ball
from rest. Stop the video stopwatch after the
ball has passed the marker at the bottom of
the incline.
Return the steel ball to the top
of the incline, and use the video
stopwatch to time another 3 trials (for a total
of 4 trials).
10. Using the playback of your videos,
determine the time it takes the steel ball to
move between the markers at the top and
bottom of your incline. Record these times in
Data Table 2.
11. Increase the angle of your incline to
approximately 6 degrees by placing another
book or other support under one end of your
board.
12. Measure the height of your third incline
above the horizontal. The length of the
incline (hypotenuse) should remain constant.
CAROLINA
Transcribed Image Text:ACTIVITY 1 Exploring Kinematics Note: All measurements need to be recorded in SI Units and contain the correct number of significant digits. 1. Measure the distance between the centers of the markers on the incline. This is the length of the incline (hypotenuse), the distance r shown on Figure 4. Measure the height of the incline (opposite side to the incline angle), the distance y on Figure 4. The distance y should be the height of the incline above the horizontal. Record these values in the Observation section for Incline 1 (see page 10). (An angle of 2 degrees with an r = 100 cm = 1.00 m would have a y = 3.5 cm = 0.035 m.) Figure 4. Right Triangle 2. Calculate the angle of the incline, and record the value in the Observation section for Incline 1. 3 0 = sin¹ (length of opposite side, y/length of hypotenuse, r)=sin¹ (y/r) Place the steel ball at the marker at the top of the incline. Start your video stopwatch, then release the ball from rest. Stop the video stopwatch after the ball has passed the marker at the bottom of the incline. Return the steel ball to the top of the incline, and use the video stopwatch to time another 3 trials (for a total of 4 trials). 5. Using the playback of your videos, determine the time it takes the steel ball to move between the markers at the top and bottom of your incline. Record these times in Data Table 1. 6. Increase the angle of your incline to approxi- mately 4 degrees by placing another book or other support under one end of your board. 7. Measure the height of your second incline above the horizontal. The length of the incline (hypotenuse) should remain constant. Record these values in the Observations section for Incline 2. 8. 9. Place the steel ball at the marker at the top of the incline. Start your video stopwatch, then release the ball from rest. Stop the video stopwatch after the ball has passed the marker at the bottom of the incline. Return the steel ball to the top of the incline, and use the video stopwatch to time another 3 trials (for a total of 4 trials). 10. Using the playback of your videos, determine the time it takes the steel ball to move between the markers at the top and bottom of your incline. Record these times in Data Table 2. 11. Increase the angle of your incline to approximately 6 degrees by placing another book or other support under one end of your board. 12. Measure the height of your third incline above the horizontal. The length of the incline (hypotenuse) should remain constant. CAROLINA
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