Veri

Girdi Aralığı: Analiz edilecek veri aralığının kaynağı.

Sonuç: Sonucun gösterileceği aralığın sol üst hücresinin kaynağı.

Grupla

Girdi verisinin sütunlar mı satırlar mı içerdiğini seçin.

Sampling

Descriptive Statistics

Analysis of Variance (ANOVA)

Correlation

Covariance

Exponential Smoothing

Example

Aşağıdaki veri örnek olarak kullanılacaktır

1	Matematik	Fizik	Biyoloji
	A	B	C
2	47	67	33
3	36	68	42
4	40	65	44
5	39	64	60
6		38	43
7	47	84	62
8	29	80	51
9	27	49	40
10	57	49	12
11	56	33	60
12	57
13	26

Example

Aşağıdaki tablonun iki zaman serisi vardır; biri t=0 anındaki, diğeri t=2 anındaki itki fonksiyonudur.

	A	B
1	1	0
2	0	0
3	0	1
4	0	0
5	0	0
6	0	0
7	0	0
8	0	0
9	0	0
10	0	0
11	0	0
12	0	0
13	0	0

Example

Aşağıdaki tablonun iki veri kümesi vardır.

	A	B
1	28	19
2	26	13
3	31	12
4	23	5
5	20	34
6	27	31
7	28	31
8	14	12
9	4	24
10	0	23
11	2	19
12	8	10
13	9	33

Example

Aşağıdaki tabloda 1 saniyelik aralıklarla alınan fiziksel bir olgu vardır.

	A	B
1	Time	Measurement
2	1	2.7
3	2	4.0
4	3	4.4
5	4	7.1
6	5	4.9
7	6	3.6
8	7	4.0
9	8	0.6
10	9	1.0
11	10	4.3

Group By Columns		TRUE
Polar		FALSE
Inverse		FALSE
Formula		{=FOURIER(B6:C40,B1,B2,B3,0)}
Source Array			Transformed Array
Real	Imaginary		Real	Imaginary
0.392555411592569	0		17.1775578743134	3.88635177703826E-015
1.20843701681219	0		3.428868795359	2.37164790000189
0.851477676762644	0		-6.80271615433369	-15.1345439297576
1.78534651907738	0		-1.605447356601	-5.08653060378972
1.77946506138316	0		0.395847917447356	-2.41926785527625
1.51890060220168	0		-1.49410383304833	-2.39148041275
1.04694666137238	0		0.87223579298981	-1.14394086206797
0.83110083951399	0		1.5332458505929	0.678159168870983
1.23006228455127	0		0.450563708411459	0.22911248792634
0.133409796396031	0		0.545106616940358	0.411028927740438
0.130471655802496	0		2.22685996425193	-2.43092236748302
0.386478761838145	0		-1.61522859107175	-2.41682657284899
-0.703398287742919	0		1.30245078290168	1.45443785733126
-0.899115309693977	0		1.57930628561185	-1.33862736591677
-0.124045510064504	0		-1.07572227365276	-0.921557968003809
-0.513553513012611	0		-0.0557824179238028	-1.81336029451831
-0.613559196487517	0		-0.577666040004067	1.38887243891951
0.32607259491689	0		-0.826878282157686	-0.186591000796403
0.0316297814625926	0		-0.826878282157715	0.186591000796416
0.52298725899815	0		-0.577666040004051	-1.38887243891954
0.436798031445888	0		-0.0557824179237846	1.81336029451832
0.846212627320418	0		-1.07572227365276	0.921557968003802
0.913061096906024	0		1.57930628561187	1.33862736591678
1.2666287534781	0		1.3024507829017	-1.45443785733125
1.6653650481107	0		-1.61522859107176	2.416826572849
1.36582636202864	0		2.22685996425191	2.43092236748304
1.46722190894756	0		0.545106616940365	-0.411028927740441
0.66120489728397	0		0.450563708411458	-0.229112487926344
0.701534531762234	0		1.53324585059292	-0.678159168870965
0.65869368245062	0		0.872235792989797	1.14394086206799
0.287522455580069	0		-1.49410383304834	2.39148041275001
-0.409911360506096	0		0.395847917447327	2.41926785527626
-0.583168875679498	0		-1.60544735660102	5.08653060378972
-0.799684083650078	0		-6.80271615433379	15.1345439297575
-0.621417306845244	0		3.42886879535907	-2.37164790000194

1	Matematik	Fizik	Biyoloji
	A	B	C
2	47	67	33
3	36	68	42
4	40	65	44
5	39	64	60
6		38	43
7	47	84	62
8	29	80	51
9	27	49	40
10	57	49	12
11	56	33	60
12	57
13	26

	A	B
1	28	19
2	26	13
3	31	12
4	23	5
5	20	34
6	27	31
7	28	31
8	14	12
9	4	24
10	0	23
11	2	19
12	8	10
13	9	33

1	Matematik	Fizik	Biyoloji
	A	B	C
2	47	67	33
3	36	68	42
4	40	65	44
5	39	64	60
6		38	43
7	47	84	62
8	29	80	51
9	27	49	40
10	57	49	12
11	56	33	60
12	57
13	26

	A	B
1	28	19
2	26	13
3	31	12
4	23	5
5	20	34
6	27	31
7	28	31
8	14	12
9	4	24
10	0	23
11	2	19
12	8	10
13	9	33

1	Matematik	Fizik	Biyoloji
	A	B	C
2	47	67	33
3	36	68	42
4	40	65	44
5	39	64	60
6		38	43
7	47	84	62
8	29	80	51
9	27	49	40
10	57	49	12
11	56	33	60
12	57
13	26

	A	B
1	28	19
2	26	13
3	31	12
4	23	5
5	20	34
6	27	31
7	28	31
8	14	12
9	4	24
10	0	23
11	2	19
12	8	10
13	9	33