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Cell Name Original Value Final Value

1) The document is a report from Microsoft Excel summarizing the results of curve fitting analysis on a dataset with 6 data points. 2) Adjustable cells showing the original and final values of constants in linear, quadratic, exponential, and power curve fitting models. 3) The report shows the equations and R-squared values for each curve fitting model.

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sakhi
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0% found this document useful (0 votes)
32 views7 pages

Cell Name Original Value Final Value

1) The document is a report from Microsoft Excel summarizing the results of curve fitting analysis on a dataset with 6 data points. 2) Adjustable cells showing the original and final values of constants in linear, quadratic, exponential, and power curve fitting models. 3) The report shows the equations and R-squared values for each curve fitting model.

Uploaded by

sakhi
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as XLSX, PDF, TXT or read online on Scribd
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Microsoft Excel 12.

0 Answer Report
Worksheet: [nme curve fitting.xlsx]Sheet1
Report Created: 22/10/2016 12:52:01 AM

Target Cell (Value Of)


Cell
Name
$I$67 a Y1 - Y2

Original Value Final Value


160 -2.80356E-007

Adjustable Cells
Cell
Name
$C$68 A
$F$68 b B
$A$63 SIMPLE CURVE
$B$58 x
$B$59 x
$B$60 x
$B$61 x
$B$62 x
$B$63 x

Original Value
3
4
6
2
4
5
6.5
8
10

Constraints
Cell
Name
$I$68 b Y1 - Y2

Cell Value
Formula
9.7849352E-008 $I$68=0

Final Value
1.9592694678
-0.2987453584
5.0733275631
2.0034028649
3.8120939387
4.7164394692
6.0729577684
7.4294760864
9.2381671542

Status
Not Binding

Slack
0

1. STRAIGTH LINE (Y=ax+b

1
2
3
4
5
6
total
N
Y1

Y-Y1

(Y-Y1)2

Y2

Y1 - Y 2

(Y1 - Y2)2

2
4
5
6.5
8
10

50
56
58
60
70
79

35.5

373

-12.16667
-6.166667
-4.166667
-2.166667
7.833333
16.83333
-

148.0278
38.02778
17.36111
4.694444
61.36111
283.3611
552.833

48.178 13.98867 195.6828


55.316 6.850667 46.93163
58.885 3.281667 10.76934
64.2385 -2.071833 4.292493
69.592 -7.425333 55.13558
76.73 -14.56333 212.0907
0.0605 524.903

a
b

3.569
41.04
0.949477

6
62.16667

2nd DEGREE PARA

1
2
3
4
5
6
total
N
Y1

Y-Y1

(Y-Y1)2

Y2

Y1 - Y 2

(Y1 - Y2)2

2
4
5
6.5
8
10

50
56
58
60
70
79

35.5

373

-12.16667
-6.166667
-4.166667
-2.166667
7.833333
16.83333
-

148.0278
38.02778
17.36111
4.694444
61.36111
283.3611
552.833

50.43
54.664
57.495
62.634
68.844
78.79
-

11.73667
7.502667
4.671667
-0.467333
-6.677333
-16.62333
0.143

137.7493
56.29001
21.82447
0.2184
44.58678
276.3352
537.004

6
62.16667
a
b
c
r

0.238
0.689
48.1
0.971367

EXPONEN

1
2
3
4

Y-Y1

(Y-Y1)2

2
4
5
6.5

50
56
58
60

-12.16667
-6.166667
-4.166667
-2.166667

148.0278
38.02778
17.36111
4.694444

Y2

Y1 - Y 2

(Y1 - Y2)2

49.24812 12.91855 166.8888


55.08466 7.08201 50.15486
58.25741 3.909261 15.28232
63.36244 -1.195771 1.429868

5
6
total
N
Y1

8
10

70
79

35.5

373

7.833333 61.36111 68.91482 -6.748151 45.53755


16.83333 283.3611 77.08211 -14.91544 222.4705
552.833
1.05045 501.764

6
62.16667
a
b
r

44.03
0.056
0.907622

SIMPL

1
2
3
4
5
6
total
N
Y1

Y-Y1

(Y-Y1)2

Y2

Y1 - Y 2

(Y1 - Y2)2

50

4
5
6.5
8
10

56
58
60
70
79

35.5

373

-12.16667
-6.166667
-4.166667
-2.166667
7.833333
16.83333
-

148.0278
38.02778
17.36111
4.694444
61.36111
283.3611
552.833

1.6923
1.7413
1.7658
1.80255
1.8393
1.8883
-

60.47437
60.42537
60.40087
60.36412
60.32737
60.27837
362.27

3657.149
3651.225
3648.265
3643.827
3639.391
3633.481
21873.3

6
62.16667
A

B
1.6433

a
0.0245 b
r

43.9845
1.058
39.56588

RAIGTH LINE (Y=ax+b)

straight line
100
80
f(x) = 3.5692618807x + 41.0485338726
R = 0.9496151974

60
Axis Title

Column C

Linear (Co

40
20
0
1

10 11

Axis Title

2nd DEGREE PARABOLA (Y=ax+bx+c)

parabola curve
400

f(x) = 0.2383854981x^2 + 0.6894904359x + 48.1037


R = 0.9998736574
y

300
Axis Title

Lin

200

Po

Po

100
0
0

10

15

20

25

30

35

40

Axis Title

EXPONENTIAL CURVE

exponential curve
100
80
60
Axis Title

40
20

f(x) = 44.0345789194 exp( 0.056345186 x )


R = 0.9681099849

Line

Exp

100
80
f(x) = 44.0345789194 exp( 0.056345186 x )
R = 0.9681099849

60
Axis Title

40

Line

Exp

20
0
1

10 11

Axis Title

SIMPLE CURVE
Y

xY

1.69897
1.748188
1.763428
1.778151
1.845098
1.897627
10.73146

3.39794
6.992752
8.81714
11.55798
14.76078
18.97627
64.50287

SIMPLE CURVE

x
4
16
25
42.25
64
100
251.25

400
300
Axis Title

f(x) = 20.1928908258 x^0.7100502121


R = 0.8248224127

200
100
0
0

10

15

20

Axis Title

25

30

35

40

ne

85338726

Column C
Linear (Column C)

10 11

urve

+ 0.6894904359x + 48.1037855321

y
Linear (y)
Polynomial (y)
Polynomial (y)

30

35

40

l curve

xp( 0.056345186 x )

y
Linear (y)
Exponential (y)

xp( 0.056345186 x )

y
Linear (y)
Exponential (y)

10 11

CURVE

x^0.7100502121

le

Power (y)
Power (y)

25

30

35

40

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