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from an Atwood's machine experiment using a hanging mass to 2 The table below shows the...
1. In a classical Atwood's machine setup (like this lab), what are the forces that will...
1. In a classical Atwood's machine setup (like this lab), what
are the forces that will be discussed?
a)The weight of the masses on each pulley and the tension in
the string
b)
The weight of the masses on each pulley.
c)
The
Mtotal times g and the tension on the string.
d)
The masses on each pulley and the tension in the string
2. What's the total mass of the system in our case of the
Atwood's machine?
a)...
The Atwood's machine has two hanging masses. The mass of the A is 3m and the mass...
The Atwood's machine has two hanging masses. The mass of the A is 3m and the mass B is 2m . The pulley C can be considered as a solid cylinder with mass m and radius R . There is no slipping between the cord and the surface of the wheel. Here, m= 2.00 kg, 2m= 4.00 kg, and 3m= 6.00 kg. (Figure 1) Part A Part complete What is the speed of mass A after it falls 2.10 m down? v(f)=…..m/s
1. The following table shows data taken from an experiment involving a ball, initially at rest, dropped straight down in air. The distance was measured using an ultrasonic ranger placed above the...
1. The following table shows data taken from an experiment involving a ball, initially at rest, dropped straight down in air. The distance was measured using an ultrasonic ranger placed above the ball Time (s) t?(s) Distance from the detector (m) 0.515 0.562 0.705 0.945 Total displacement y(m) 0.000 0.100 0.200 0.300 Complete the t and displacement column (4 points) A. B. Plot y vs. t(8 points) C. Draw a best-fit straight line to the data. Calculate the slope of...
2. Atwood's Table with Two Hanging Masses You have table of width L, masses m1, m2,...
2. Atwood's Table with Two Hanging Masses You have table of width L, masses m1, m2, and m3, two frictionless pulleys, and ideal string. Placing m2 on the table, you attach a bit of string to mass m1 the left pulley, to the left side of m2. Similarly, you hang mass m3 from the right side of m2 using the pulley on the right side of the table. The coefficient of friction of the table is mu. The acceleration of...
please give the answer for this questions Machine on Laboratory Experiment "Newton's Second Law: Atwood's in...
please give the answer for this questions
Machine on Laboratory Experiment "Newton's Second Law: Atwood's in NOTE: We can leave all masses in grams (&) since all calculations involve ratios of masses. DATA TABLE Trial 1 Trial 2 Trial 3 Trial 4 Mass of pulley M, g 00.049 Mass of the first weight holder 51.339 Mass of the weight, placed in the weight holder 1 dm Total ascending masS m Mum ascendingmassmt(g) |ち1.331|71339|91.339|111.33i 1339 Mass of the second weight holder3G...
Page 5 Atwood's Machine Problem 2: Setup an Atwood machine using a pulley, string and two...
Page 5 Atwood's Machine Problem 2: Setup an Atwood machine using a pulley, string and two masses. Measure the acceleration of the masses when released from rest and compare to the theoretical value as calculated in Lesson notes. By measuring the elapsed time, and the vertical displacement Ay, the acceleration y, t ep is determined usingAact Compare the measured and theoretical values of a using the percent error formula (see Lesson 6 for aeory). y2 t Table 1: Experimental Data...
I need questions 8-11. Thank you. comp Atwood's Machine Equipment Qty Equipment 1 Mass and Hanger...
I need questions 8-11. Thank you.
comp Atwood's Machine Equipment Qty Equipment 1 Mass and Hanger Set 1 Photogate with Pully Photogate with Pully 1 Universal Table Clamn 1 Large Rod 1 Small Rod 1 Double rod Clamp I 1 String Part Number ME-8979 ME-6838A ME-9376B ME-8736 ME-8977 ME-9873 Background Newton's 2 Law (NSL) states that the acceleration a mass experiences is proportional to the net force applied to it, and inversely proportional to its inertial mass la t )....
Table 4.2: Force and acceleration. kg Total mass of the system Mass on the hanger (kg)...
Table 4.2: Force and acceleration. kg Total mass of the system Mass on the hanger (kg) Net force on the system (N) Acceleration Trial 1 (m/s) Acceleration Trial 2 (m/s) Acceleration Trial 3 (m/s) Average acceleration (m/s) 0.685 0.612 0.655 0.005 0.883 0.857 0.009 0.861 0.948 0.928 0.927 0.013 1.34 1.42 1.43 0.023 1.67 1.77 1.75 0.043 Correlation: Intercept: Slope: MEASUREMENTS 1. Record the total mass of the hanging objects in the first column of Table 4.2. Calculate the weight...
Table 3.1 Time, t (s) Position, x (m) tn/t1 Time Squared, t^2 (s^2) (tn)^2/(t1)^2 xn/x1 t1,...
Table 3.1
Time, t (s)
Position, x (m)
tn/t1
Time Squared, t^2 (s^2)
(tn)^2/(t1)^2
xn/x1
t1, 0.40
x1, 0.25
1.0
.16
1
1
t2, 0.80
x2, 0.36
2.0
.64
4
1.4
t3, 1.2
x3, 0.52
3.0
1.4
9
2.1
t4, 1.6
x4, 0.71
4.0
2.6
16
2.8
t5, 2.0
x5, 0.95
5.0
4.0
25
3.8
t6, 2.4
x6, 1.2
6.0
5.8
36
4.8
Linear fit equation for Position Vs. Time: 0.545x - 0.0530
Quadratic fit equation for Position Vs. Time:...
Data Trial 1 Trial 2 Trial 3 Distance travelled by mass, S (m) [Same for each trial) 05 m 0.5 m 0...
Data Trial 1 Trial 2 Trial 3 Distance travelled by mass, S (m) [Same for each trial) 05 m 0.5 m 0.5 m Total mass moved (M+m) (KG) 03284 .?'to. same in all trials Hanging mass (m) [different in each trial] Time between gates, t (sec) 14 It% |t2-O-68 t3 #0.99 d Experimental Acceleration, dexp (m/s) (use: S vot t ^at2) 4 165 mls try to make vo Theoretical Acceleration, athe (m/s2) (use: aINM+m Difference (%) mg 15.3 Task 1:...
1. In a classical Atwood's machine setup (like this lab), what
are the forces that will be discussed?
a)The weight of the masses on each pulley and the tension in
the string
b)
The weight of the masses on each pulley.
c)
The
Mtotal times g and the tension on the string.
d)
The masses on each pulley and the tension in the string
2. What's the total mass of the system in our case of the
Atwood's machine?
a)...
1. The following table shows data taken from an experiment involving a ball, initially at rest, dropped straight down in air. The distance was measured using an ultrasonic ranger placed above the ball Time (s) t?(s) Distance from the detector (m) 0.515 0.562 0.705 0.945 Total displacement y(m) 0.000 0.100 0.200 0.300 Complete the t and displacement column (4 points) A. B. Plot y vs. t(8 points) C. Draw a best-fit straight line to the data. Calculate the slope of...
please give the answer for this questions
Machine on Laboratory Experiment "Newton's Second Law: Atwood's in NOTE: We can leave all masses in grams (&) since all calculations involve ratios of masses. DATA TABLE Trial 1 Trial 2 Trial 3 Trial 4 Mass of pulley M, g 00.049 Mass of the first weight holder 51.339 Mass of the weight, placed in the weight holder 1 dm Total ascending masS m Mum ascendingmassmt(g) |ち1.331|71339|91.339|111.33i 1339 Mass of the second weight holder3G...
Page 5 Atwood's Machine Problem 2: Setup an Atwood machine using a pulley, string and two masses. Measure the acceleration of the masses when released from rest and compare to the theoretical value as calculated in Lesson notes. By measuring the elapsed time, and the vertical displacement Ay, the acceleration y, t ep is determined usingAact Compare the measured and theoretical values of a using the percent error formula (see Lesson 6 for aeory). y2 t Table 1: Experimental Data...
I need questions 8-11. Thank you.
comp Atwood's Machine Equipment Qty Equipment 1 Mass and Hanger Set 1 Photogate with Pully Photogate with Pully 1 Universal Table Clamn 1 Large Rod 1 Small Rod 1 Double rod Clamp I 1 String Part Number ME-8979 ME-6838A ME-9376B ME-8736 ME-8977 ME-9873 Background Newton's 2 Law (NSL) states that the acceleration a mass experiences is proportional to the net force applied to it, and inversely proportional to its inertial mass la t )....
Table 4.2: Force and acceleration. kg Total mass of the system Mass on the hanger (kg) Net force on the system (N) Acceleration Trial 1 (m/s) Acceleration Trial 2 (m/s) Acceleration Trial 3 (m/s) Average acceleration (m/s) 0.685 0.612 0.655 0.005 0.883 0.857 0.009 0.861 0.948 0.928 0.927 0.013 1.34 1.42 1.43 0.023 1.67 1.77 1.75 0.043 Correlation: Intercept: Slope: MEASUREMENTS 1. Record the total mass of the hanging objects in the first column of Table 4.2. Calculate the weight...
Table 3.1
Time, t (s)
Position, x (m)
tn/t1
Time Squared, t^2 (s^2)
(tn)^2/(t1)^2
xn/x1
t1, 0.40
x1, 0.25
1.0
.16
1
1
t2, 0.80
x2, 0.36
2.0
.64
4
1.4
t3, 1.2
x3, 0.52
3.0
1.4
9
2.1
t4, 1.6
x4, 0.71
4.0
2.6
16
2.8
t5, 2.0
x5, 0.95
5.0
4.0
25
3.8
t6, 2.4
x6, 1.2
6.0
5.8
36
4.8
Linear fit equation for Position Vs. Time: 0.545x - 0.0530
Quadratic fit equation for Position Vs. Time:...
Data Trial 1 Trial 2 Trial 3 Distance travelled by mass, S (m) [Same for each trial) 05 m 0.5 m 0.5 m Total mass moved (M+m) (KG) 03284 .?'to. same in all trials Hanging mass (m) [different in each trial] Time between gates, t (sec) 14 It% |t2-O-68 t3 #0.99 d Experimental Acceleration, dexp (m/s) (use: S vot t ^at2) 4 165 mls try to make vo Theoretical Acceleration, athe (m/s2) (use: aINM+m Difference (%) mg 15.3 Task 1:...
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