2016-09-12T19:02:46.292747448P0D1LibreOfficeDev/5.3.0.0.alpha0$Linux_X86_64 LibreOffice_project/a8a7b7114d96b2013b00e9bc0ced81aad5495457
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Lexmark-E352dn
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???
Page 1
??? (???)
00/00/0000, 00:00:00
Page 1 / 99
FINV Function
Result
TRUE
Sheet
Result
Description
1
TRUE
Simple FINV formulas with local references and values
Function
Expected
Correct
FunctionString
Comment
Data
Description
0.931933160851048
0.931933160851048
TRUE
=FINV(0.5,5,10)
0.01
Probability associated with the F cumulative distribution
0.01
0.02
0.03
0.04
0.05
0.06
0.07
0.08
0.09
0.1
1.00000049484984
1.00000049484984
TRUE
=FINV(0.485657, 4, 5)
Excel's "FINV" is OpenFormula's "LEGACY.FINV", shown in the UI as "FINV" (XL and LO).
6
Numerator degrees of freedom
6
7
8
9
10
11
12
13
14
15
15.2068648611575
15.2068648611575
TRUE
=FINV(I2,I3,I4)
4
Denominator degrees of freedom
4
5
6
7
8
9
10
11
12
13
15.2068648611575
15.2068648611575
TRUE
=FINV(L2,L3,L4)
7.61367233642452
7.61367233642452
TRUE
=FINV(M2,M3,M4)
5.1852841231736
5.1852841231736
TRUE
=FINV(N2,N3,N4)
4.02241506344319
4.0224150634431900000
TRUE
=FINV(O2,O3,O4)
3.34716312023398
3.34716312023398
TRUE
=FINV(P2,P3,P4)
2.90755254218703
2.90755254218703
TRUE
=FINV(Q2,Q3,Q4)
2.59883189420171
2.59883189420171
TRUE
=FINV(R2,R3,R4)
2.370051238683
2.370051238683
TRUE
=FINV(S2,S3,S4)
2.19357532574142
2.19357532574142
TRUE
=FINV(T2,T3,T4)
2.0531597666284
2.0531597666284
TRUE
=FINV(U2,U3,U4)
15.2068648611575
15.2068648611575
TRUE
=H15
15.2068648611575
7.61367233642452
{=FINV(L2:M2,L3:M3,L4:M4)}
7.61367233642452
7.61367233642452
TRUE
=I15
0
0
TRUE
=FINV(1,5,10)
Err:502
Err:502
TRUE
=FINV(0,5,10)
Err:502
Err:502
TRUE
=FINV(1.4,5,10)
Err:502
Err:502
TRUE
=FINV(1.1,5,10)
Err:502
Err:502
TRUE
=FINV(0.4,0,10)
Err:502
Err:502
TRUE
=FINV(0.5,5,0)
Err:502
Err:502
TRUE
=FINV(0.5,-5,10)
Err:502
Err:502
TRUE
=FINV(0.5,5,-10)
4