Kč - Kč ( ) - Kč - Kč Kč - Kč Kč - Kč Kč - Kč £ - £ £ - £ £ - £ £ - £ £ - £ ( ) ( ) £ - £ £ - £ € - € - € / / / / € - € Kč - Kč Kč - Kč Kč - Kč Kč - Kč - - - - - - Kč - Kč - Kč - - Kč - Kč - Kč : : : : Yes Yes No True True False On On Off ¥€ ( € ) € - € $ ($ ) € - € € - € € - € € - € - - € - € - € - - € - € - € $ ($ ) $ ($ ) $ ($ ) ( ) - $ $ ( ) $ - $ $ ( ) $ - € ( € ) \ \- \ \- \ \- \ \- \ \ - \ - - - \ \ - \ - - - - - - - $ $( ) $- ( ) - $ $( ) $- ( ) - % % % % % % % % % % € - € € - € € - € € - € € - € € - € € - € € - € € - € € - € € - € € - € € - € € - € € - € % % % % % % $ ( $ ) % % - % - - - £ - £ £ - £ % - % DM - DM DM - DM DM - DM DM - DM - - DM - DM - DM - - DM - DM - DM Ouch! - - Error detected! - Result=0 - No Errordetection / / / / £ -£ £ -£ £ -£ £ -£ - - £ -£ £ - - - £ -£ £ - ￥ - ￥ DM - DM DM - DM DM - DM DM - DM DM - DM € € - tan aa zł - zł / / - - - - : : : : : : / / : ( ) ( ) ( ) ( ) ( ) ( ) - : : : ( ) % ( ) - ( ) - ( ) - ( ) - . . : : : . . : - - - - € - € € - € € - € € - € € € - € € - € € - € € - - - - - - - : : : : : : - - : - - - - - - € € - € - - - € € - € - % ??? Page 1 ??? (???) 00/00/0000, 00:00:00 Page 1 / 99 NEGBINOM.DIST Function Result TRUE Sheet Result Description 1 TRUE Simple NEGBINOM.DIST formulas with local references and values Function Expected Correct FunctionString Comment Data Description 10 5 0.25 0.25 0.25 TRUE =NEGBINOM.DIST(1,1,0.5,0) 10 Number of failures 11 6 0.35 0.75 0.75 TRUE =NEGBINOM.DIST(1,1,0.5,1) 5 Threshold number of successes 12 7 0.45 0.313514058478177 0.313514058478177 TRUE =NEGBINOM.DIST(I2,I3,I4,1) 0.25 Probability of a success 13 8 0.55 0.055048660375178 0.055048660375178 TRUE =NEGBINOM.DIST(I2,I3,I4,0) 14 9 0.65 0.055048660375178 0.055048660375178 TRUE {=NEGBINOM.DIST(M1:M8,N1:N8,O1:O8,0)} 15 10 0.75 0.070264800717859 0.070264800717859 TRUE {=NEGBINOM.DIST(M1:M8,N1:N8,O1:O8,0)} 16 11 0.85 0.05315099880224 0.053150998802239 TRUE {=NEGBINOM.DIST(M1:M8,N1:N8,O1:O8,0)} 17 12 0.95 0.02014085760726 0.02014085760726 TRUE {=NEGBINOM.DIST(M1:M8,N1:N8,O1:O8,0)} 0.002741640756768 0.002741640756768 TRUE {=NEGBINOM.DIST(M1:M8,N1:N8,O1:O8,0)} 6.85734168968111E-05 6.85734168968103E-05 TRUE {=NEGBINOM.DIST(M1:M8,N1:N8,O1:O8,0)} 5.83854629140174E-08 5.83854629140162E-08 TRUE {=NEGBINOM.DIST(M1:M8,N1:N8,O1:O8,0)} 8.85298903448716E-16 8.85298903448683E-16 TRUE {=NEGBINOM.DIST(M1:M8,N1:N8,O1:O8,0)} 0.313514058478177 0.313514058478177 TRUE {=NEGBINOM.DIST(M1:M8,N1:N8,O1:O8,1)} 0.580301228674369 0.580301228674369 TRUE {=NEGBINOM.DIST(M1:M8,N1:N8,O1:O8,1)} 0.827340985438351 0.827340985438351 TRUE {=NEGBINOM.DIST(M1:M8,N1:N8,O1:O8,1)} 0.96210676086013 0.96210676086013 TRUE {=NEGBINOM.DIST(M1:M8,N1:N8,O1:O8,1)} 0.996963742292684 0.996963742292684 TRUE {=NEGBINOM.DIST(M1:M8,N1:N8,O1:O8,1)} 0.999956921137375 0.999956921137375 TRUE {=NEGBINOM.DIST(M1:M8,N1:N8,O1:O8,1)} 0.999999981887427 0.999999981887427 TRUE {=NEGBINOM.DIST(M1:M8,N1:N8,O1:O8,1)} 1 1 TRUE {=NEGBINOM.DIST(M1:M8,N1:N8,O1:O8,1)} 0.25 0.25 TRUE =NEGBINOM.DIST(1.9,1.9,0.5,0) Number_f and number_s are truncated to integers. Err:502 Err:502 TRUE =NEGBINOM.DIST(1,1,-0.1,1) Err:502 Err:502 TRUE =NEGBINOM.DIST(1,1,1.5,1) 5.00000000000000E-001 0.5 TRUE =NEGBINOM.DIST(0,1,0.5,1) Err:502 Err:502 TRUE =NEGBINOM.DIST(-1,1,0.5,1) Err:502 Err:503 TRUE =NEGBINOM.DIST(1,0.99,0.5,1) If number_f < 0 or number_s < 1, NEGBINOM.DIST returns the #NUM! error value. 7.50000000000000E-001 0.75 TRUE =NEGBINOM.DIST(1,1.99,0.5,1)