Make a graph from this given table ureaceand56Case 1: M constant and m variesYou can determine the acceleration from the slope of a velocity-time graph that the computersoftware will generate. Record all digits of the acceleration and round off at the end.Record your acceleration data in a tabular form as shown in the table below.Develop a spreadsheet template to analyze your data. Where M is the mass of the block plus anyadditional mass added to the top of the block, mis the hanging mass, N the normal force, f thefrictional force, T the tension in the string and is the kinetic coefficient of frictionData Table 1: M constant and m variesTrialNo.m[kg]M[kg]a₁[m/s]110.1.1338 2.920.12.1338 3.53 10.14 1338 4.00.16-1338 4.545 0.18-1338 4-66 0.20 1338 5.6[m/s][m/s]2.6 2.8 2.8 .375 1-3.11 -461-6050.983.7 3.64.0a(M + m) (N)Km (kg)fk[N]The basic working equation which can be found from applying Newton's Second Law to the systemis given by(1)a(M + m) = mg - Mg3.6.482 1.3.11-539-6941-1764535 1.311-639-8371.3724.6.6161.311 726-9521.5684.7.629 1.311-866 1-1351.76415.57361.311 9344.241.96y = a(M + m) andT[N]x-m57

You can determine the acceleration from the slope of a velocity-time graph that the computer software will generate. Record all digits of the acceleration and round off at the end. Record your acceleration data in a tabular form as shown in the table below.

You can determine the acceleration from the slope of a velocity-time graph that the computer software will generate. Record all digits of the acceleration and round off at the end. Record your acceleration data in a tabular form as shown in the table below.

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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Concept explainers

Centripetal Force

A particle, body, object or certain mass while travelling in a rotational path or semicircular path, experiences an inertia force. If that inertia force pulls the towards the inward of the imaginary circle in the rotation, it is termed as centripetal force.

Question

Make a graph from this given table

ure
ace
and
56
Case 1: M constant and m varies
You can determine the acceleration from the slope of a velocity-time graph that the computer
software will generate. Record all digits of the acceleration and round off at the end.
Record your acceleration data in a tabular form as shown in the table below.
Develop a spreadsheet template to analyze your data. Where M is the mass of the block plus any
additional mass added to the top of the block, mis the hanging mass, N the normal force, f the
frictional force, T the tension in the string and is the kinetic coefficient of friction
Data Table 1: M constant and m varies
Trial
No.
m
[kg]
M
[kg]
a₁
[m/s]
1
10.1.1338 2.9
2
0.12.1338 3.5
3 10.14 1338 4.0
0.16-1338 4.5
4
5 0.18-1338 4-6
6 0.20 1338 5.6
<aexp
a₂
[m/s]
If we were to plot a graph where
m
5²
4.7 4.5
4.7 4.8
5.5 5.3
Average kinetic coefficient of friction:
FNET
N
[N] (Normal)
[N]
ay
<aexp>
[m/s]
[m/s]
2.6 2.8 2.8 .375 1-3.11 -461-6050.98
3.7 3.6
4.0
a(M + m) (N)
K
m (kg)
fk
[N]
The basic working equation which can be found from applying Newton's Second Law to the system
is given by
(1)
a(M + m) = mg - Mg
3.6.482 1.3.11-539-6941-176
4
535 1.311-639-8371.372
4.6.6161.311 726-9521.568
4.7.629 1.311-866 1-1351.764
15.57361.311 9344.241.96
y = a(M + m) and
T
[N]
x-m
57

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