Motion EquationPhysics Experiment

Written by:

Puspa Djuhaini Nastiti

Usman Faiz

Bima Rahmaputra

Farhanna Maulida

Michika Maharani

XI IPA 1

SMAN 2 Bogor

Bogor

TABLE OF CONTENTS

TABLE OF CONTENTS................................................................................................................2

I. AIM AND STEP......................................................................................................................3

A. Aim.......................................................................................................................................3

B. Materials...............................................................................................................................3

C. Procedure..............................................................................................................................3

D. Theoretical Background........................................................................................................3

II. EXPERIMENTAL DATA.......................................................................................................4

A. Experimental Results Table..................................................................................................4

B. Results Analysis....................................................................................................................5

III. CONCLUSION AND SUGGESTION...............................................................................12

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I. AIM AND STEP

A. Aim

The aim of this experiment is to find the equation of the relationship between space (s)

and elapsed time (t) of the tamiya that run in a track for 20 times.

B. Materials

The materials that we used in this experiment are:

1 Tamiya

Tamiya track ( 4 meters )

5 Stopwatch

1 piece of ruler

C. Procedure

Make a straight track (4 meters long)

Each person is placed in every 1 meter to time the tamiya

Make the graph based on the record

Make the equation of space to the time.

D. Theoretical Background

The theoretical background of this experiment is non uniform linear motion with variable

velocity or non-zero acceleration that is stated in linear equation with initial position or

x0 , y0(0,0) and then stated with y=a x2 .

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II. EXPERIMENTAL DATA

A. Experimental Results Table

Number of

Experiment

Space (m)

0 1 2 3 4

1 0 0.60s 0.65s 0.70s 0.75s

2 0 0.40s 1.00s 1.40s 1.50s

3 0 0.70s 1.10s 1.70s 1.80s

4 0 0.74s 1.30s 1.80s 2.30s

5 0 1.40s 2.00s 2.40s 2.70s

6 0 1.26s 1.30s 2.00s 2.40s

7 0 0.60s 1.00s 1.50s 2.33s

8 0 0.69s 1.50s 1.80s 2.05s

9 0 1.08s 1.20s 1.60s 2.10s

10 0 0.88s 1.00s 1.40s 1.90s

11 0 0.75s 0.80s 1.10s 2.00s

12 0 0.60s 0.90s 1.30s 1.80s

13 0 0.70s 1.00s 1.30s 1.60s

14 0 0.69s 0.90s 1.30s 1.90s

15 0 0.80s 1.00s 1.70s 2.40s

16 0 0.64s 0.90s 1.50s 1.80s

17 0 0.67s 0.90s 1.30s 1.80s

18 0 0.64s 0.80s 1.30s 1.64s

19 0 0.72s 0.95s 1.40s 1.90s

20 0 0.55s 1.00s 1.30s 1.90s

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B. Results Analysis

f ( x )=4.244×x−0.2918

R2=0.679

f ( x )=2.3923× x−0.0574

R2=0.9569

f ( x )=0.2796×x−0.2043

R2=0.9566

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Figure 1: The relationship between the distance and elapsed time of Tamiya 1

Figure 2: The relationship between the distance and elapsed time of Tamiya 2

Figure 3: The relationship between the distance and elapsed time of Tamiya 3

f ( x )=1.7536× x−0.1534

R2=0.9925

f ( x )=1.4035× x−0.386

R2=0.8982

f ( x )=1.6541×x−0.3025

R2=0.9164

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Figure 4: The relationship between the distance and elapsed time of Tamiya 4

Figure 5: The relationship between the distance and the elapsed time of Tamiya 5

Figure 6: The relationship between the distance and elapsed time of Tamiya 6

f ( x )=2.0101×x−0.0624

R2=0.997

f ( x )=1.8139× x−0.1912

R2=0.945

f ( x )=1.9469× x−0.3285

R2=0.919

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Figure 7: The relationship between the distance and elapsed time of Tamiya 7

Figure 8: The relationship between the distance and elapsed time of Tamiya 8

Figure 9: The relationship between the distance and elapsed time of Tamiya 9

f ( x )=2.1841×x−0.2627

R2=0.9435

f ( x )=2.0833× x+0.0625

R2=0.9063

f ( x )=2.3019× x−0.1178

R2=0.9898

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Figure 10: The relationship between the distance and elapsed time of Tamiya 10

Figure 11: The relationship between the distance and elapsed tome of Tamiya 11

Figure 12: The relationship between the distance and elapsed time of Tamiya 12

f ( x )=2.5199× x−0.3183

R2=0.9576

f ( x )=2.208× x−0.1153

R2=0.9737

f ( x )=1.6538× x+0.1477

R2=0.9923

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Figure 13: The relationship between the distance and elapsed time of Tamiya 13

Figure 14: The relationship between the distance and elapsed time of Tamiya 14

Figure 15: The relationship between the distance and elapsed time of Tamiya 15

f ( x )=2.203× x−0.1325

R2=0.9826

f ( x )=2.3151×x−0.1623

R2=0.9793

f ( x )=2.4744×x−0.1676

R2=0.9749

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Figure 16: The reationship between the distance and elapsed time of Tamiya 16

Figure 17: The relationship between the distance and elapsed time of Tamiya 17

Figure 18: The relationship between the distance and elapsed time of Tamiya 18

f ( x )=2.306× x−0.1215

R2=0.9801

f ( x )=2.177× x−0.0682

R2=0.9906

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Figure 19: The relationship between the distance and elapsed time of Tamiya 19

Figure 20: The relationship between the distance and elapsed time of Tamiya 20

III. CONCLUSION AND SUGGESTION

This experiment is based on non uniform linear motion with variable velocity or non-zero

acceleration and linear equation by using a tamiya that run in a track. The data that we obtain are

various because of the track’s condition, battery meter and human error.

Therefore, to minimize the errors, we have to be comprehensive while doing the

experiment, keep the track in a stable condition, full battery, using 2 decimal places and use the

right application to make the graphic. So the uncertainty of the result can be minimized.

The data that we obtained by using the linear equation formula result the space equation

to time.

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