Data_Tables_4_Force and accelaration
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Table 1 Analysis of force and accelaration
Mass of the cart, M
0.2017
[ kg ]
Distance, d
0.5000
[ m ]
0.0070
1.7646
1.7545 1.8097
1.7763
0.3169 0.06645 0.20966
0.0120
1.3146
1.3351 1.3225
1.3241
0.5704 0.11088 0.19438
0.0170
1.1274
1.0985 1.0837
1.1032
0.8217
0.1528
0.1860
0.0220
0.9751
1.0077 0.9867
0.9898
1.0206 0.19337
0.1895
0.0270
0.8956
0.8844 0.8860
0.8887
1.2663 0.23068
0.1822
PG1 = 74 cm, PG2 = 124 cm
F11->
TIME AVG =AVERAGE(C11:E11)
G11->
a =2*F$9/F11^2
H11->
Force from hanger =B11*(9.81-G11)
I11->
M - mass of the cart =H11/G11
Figure 2 Graph of force vs accelaration
Hanger
mass
[ kg ]
Time
trial 1
[ s ]
Time
trial 2
[ s ]
Time
trial 3
[ s ]
Time
average
[ s ]
Accela.
a
[ m/s^2 ]
Force [ N ]
Cart
mass
[ kg ]
0.2000
0.4000
0.6000
0.8000
1.0000
1.2000
1.4000
0
0.05
0.1
0.15
0.2
0.25
f(x) = 0.186680046684133 x
R² = 0.999133263934355
Accelaration [ m/s^2 ]
Force [ N ]
Method
PE
0.1923
4.6
0.1870
7.3
C40->
calculated avg =AVERAGE(I11:I15)
C41->
from graph = slope of the graph = read the number infront letter X in the equat
D40->
PE =ABS(F8-C40)/F8*100
D41->
PE =ABS(F8-C41)/F8*100
Post lab Questions
Q1: Describe Newton 1st law.
Q2: Describe Newton 2nd law.
Q3: Describe Newton 3rd law.
Discussion and Conclution
Table 2 Error analysis of mass of the cart
Cart mass
[kg ]
Calculated
average
From
graph
If net force on the object is zero, an object at rest stays at rest and an object in motion stays in motion w
acceleration.
If net force is acting on the object, it equals the product of mass and acceleration
if you apply force on an object, the object applies an equal and opposite force to you.
In table one, you can see newton's law at work. The hanger mass steadily increased by 5g after each tr
the hanger mass increases, Force is also increased as well as acceleration. Our graph produced a linear
showing force and acceleration. In table two, we calculated the average mass of the cart because in tab
you can see the cart mass decrease in proportion with Force and acceleration. We also calculated our p
error of our calculated mass of the cart.
error of our calculated mass of the cart.
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