Fit Results (Power Law)

y = A x^{B}

$\displaystyle y = A x^B$

PARAMETER   NOTE                     VALUE       ERROR      
A           --                       8.802e+00   5.356e-01  
B           --                       5.286e+00   1.683e-02

Avg. Residual = 5.03e+06

Get Model Value at Point

Raw Data

	X	Y	Model Y	Residual
1	9	1559000	974700	583900
2	10	2434000	1701000	732800
3	11	3833000	2816000	1018000
4	12	5634000	4460000	1174000
5	13	8137000	6809000	1328000
6	14	11650000	10070000	1571000
7	15	16540000	14510000	2031000
8	16	22500000	20410000	2089000
9	17	30650000	28120000	2533000
10	18	42750000	38030000	4719000
11	19	78630000	50620000	28010000
12	20	79830000	66380000	13440000
13	21	90380000	85910000	4464000
14	22	114700000	109900000	4842000
15	23	145400000	139000000	6428000
16	24	181000000	174000000	6995000
17	25	221700000	215900000	5762000
18	26	270600000	265700000	4882000
19	27	326700000	324400000	2336000
20	28	393600000	393100000	455600
21	29	474600000	473200000	1358000
22	30	563400000	566100000	-2708000
23	31	677500000	673300000	4236000
24	32	791000000	796300000	-5310000
25	33	935000000	936900000	-1929000
26	34	1087000000	1097000000	-9797000
27	35	1270000000	1279000000	-8664000
28	36	1485000000	1484000000	1096000
29	37	1708000000	1715000000	-7617000
30	38	1969000000	1975000000	-6395000
31	39	2272000000	2266000000	6064000
32	40	2601000000	2590000000	10450000

	X	δX	Y	δY	Model Y	Residual	Residual Error


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Model Points

	Model X	Model Y
1	1	8.802
2	1.005	9.019
3	1.009	9.242
4	1.014	9.47
5	1.019	9.703
6	1.023	9.943
7	1.028	10.19
8	1.033	10.44
9	1.038	10.7
10	1.042	10.96
11	1.047	11.23
12	1.052	11.51
13	1.057	11.79
14	1.062	12.08
15	1.067	12.38
16	1.072	12.69
17	1.077	13
18	1.082	13.32
19	1.087	13.65
20	1.092	13.98
21	1.097	14.33
22	1.102	14.68
23	1.107	15.05
24	1.112	15.42
25	1.117	15.8
26	1.122	16.19
27	1.127	16.59

	Model X	Model Y


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Curve Fitting with X and Y Uncertainties

Fit Results (Power Law)

Get Model Value at Point

Raw Data

Model Points