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Page 1
??? (???)
00/00/0000, 00:00:00
Page 1 / 99
BETA.DIST Function
Result
TRUE
Sheet
Result
Description
1
TRUE
Simple BETA.DIST formulas with local references and values
Function
Expected
Correct
FunctionString
Comment
Data
Description
2
3
4
5
year
month
day
value
0.685470581054688
0.685470581054688
TRUE
=BETA.DIST(2,8,10,1,1,3)
2
Value at which to evaluate the function
8
9
10
11
2012
12
15
6
1.4837646484375
1.4837646484375
TRUE
=BETA.DIST(2,8,10,0,1,3)
8
Parameter of the distribution
10
11
12
13
2012
4
1
10.4
0.685470581054688
0.685470581054688
TRUE
=BETA.DIST(I2,I3,I4,1,I5,I6)
10
Parameter of the distribution
1
2
3
4
2013
8
15
7
1.4837646484375
1.4837646484375
TRUE
=BETA.DIST(I2,I3,I4,0,I5,I6)
Check 5.3
1
Lower bound
3
4
5
6
2011
11
1
12
0.960370937542132
0.960370937542132
TRUE
=BETA.DIST(3, 7.5, 9, 1, 1, 4)
3
Upper bound
2011
2
14
8
0.250512508598433
0.250512508598433
TRUE
=BETA.DIST(3, 7.5, 9, 0, 1, 4)
2010
6
1
15
0.598190307617188
0.598190307617188
TRUE
=BETA.DIST(7.5, 8, 9, 1, 5, 10)
0.62841796875
0.62841796875
TRUE
=BETA.DIST(7.5, 8, 9, 0, 5, 10)
Err:502
Err:502
TRUE
=BETA.DIST(2,8,10,1,1)
If you omit values for A and B, BETA.DIST uses the standard cumulative beta distribution, so that A = 0 and B = 1
Err:502
Err:502
TRUE
=BETA.DIST(2,8,10,1,1,)
0.972715513763135
0.972715513763135
TRUE
=BETA.DIST(2,8,10,1,,3)
0
0
TRUE
=BETA.DIST(1,8,10,1,1,3)
If x < A, x > B, or A = B, BETA.DIST returns the #NUM! error value.
Err:502
Err:502
TRUE
=BETA.DIST(2,0,10,1,1,3)
Err:502
Err:502
TRUE
=BETA.DIST(2,-8,10,1,1,3)
Err:502
Err:502
TRUE
=BETA.DIST(2,8,-10,1,1,3)
Err:502
Err:502
TRUE
=BETA.DIST(2,8,0,1,1,3)
Err:502
Err:502
TRUE
=BETA.DIST(2,8,10,1,1,1)
https://support.office.com/en-US/article/BETA-DIST-function-11188C9C-780A-42C7-BA43-9ECB5A878D31
Err:502
Err:503
TRUE
=BETA.DIST(12,8,10,1,1,3)
x>B
Err:502
Err:504
TRUE
=BETA.DIST(1,8,10,1,2,3)
x<A
Err:502
Err:502
TRUE
=BETA.DIST(2,8,10,1,4,1)
A>B
#NUM!
#NUM!
TRUE
=BETA.DIST(2,8,10,1,2,2)
A=B
0.685470581054688
0.685470581054688
TRUE
=BETA.DIST(0.5,8,10,1)
A and B omitted
0.28222391837318
0.28222391837318
TRUE
=BETA.DIST(0.5,8,10,1,0.2)
B omitted
0.939123896703809
0.939123896703809
TRUE
=BETA.DIST(0.5,8,10,1,,0.8)
A omitted
0.685470581054688
0.685470581054688
TRUE
{=BETA.DIST(L1:O1,L2:O2,L3:O3,1,L4:O4,L5:O5)}
0.685470581054688
0.685470581054688
TRUE
{=BETA.DIST(L1:O1,L2:O2,L3:O3,1,L4:O4,L5:O5)}
0.685470581054688
0.685470581054688
TRUE
{=BETA.DIST(L1:O1,L2:O2,L3:O3,1,L4:O4,L5:O5)}
0.685470581054688
0.685470581054688
TRUE
{=BETA.DIST(L1:O1,L2:O2,L3:O3,1,L4:O4,L5:O5)}
0.685470581054688
0.685470581054688
TRUE
{=BETA.DIST(L1:O1,L2:O2,L3:O3,1,L4:O4,L5:O5)}
4