Average number of bets

What is the average number of bets I will have on the table if all I do is Pass line and Come bets, continuously.


I have been looking and all I can find is 8.5 rolls before a 7 out, and 3.7 rolls/decision. Maybe 3.7 is answer but...

Quote: Instanto18

What is the average number of bets I will have on the table if all I do is Pass line and Come bets, continuously.

goatcabin has nice info in this thread How Many Come Bets is Too Many?
"So, basically, if you make a come bet on every non-comeout roll, your average total of flat bets will be close to 3 1/2 times your basic amount."
added:
Distribution of number of pass/come bets working at any time from simulation. 2 being low and 7 being max.
Average ~3.97

Bets	Prob	or less	or more	Bets
2	23.351%	23.351%	100.000%	2
3	21.206%	44.556%	76.649%	3
4	18.912%	63.469%	55.444%	4
5	16.040%	79.509%	36.531%	5
6	12.657%	92.166%	20.491%	6
7	7.834%	100.000%	7.834%	7

Quote: Instanto18

I have been looking and all I can find is 8.5 rolls before a 7 out, and 3.7 rolls/decision. Maybe 3.7 is answer but...

The average number of rolls including the 7 out is 1671/196 or ~8.52
The number of total pass/come bets you would make would be equal to the number of rolls for the length of a shooters hand.
~50.28% one would have made 6 total bets or less.
Probability of Length of a shooters hand (50 roll table)

or more	or less	roll	relative prob
0.88888888888888	11.1111111111%	2	0.111111111
0.77211934156378	22.7880658436%	3	0.116769547
0.66735253772290	33.2647462277%	4	0.104766804
0.57612890882995	42.3871091170%	5	0.091223629
0.49721087042117	50.2789129579%	6	0.078918038
0.42904410662521	57.0955893375%	7	0.068166764
0.37019134854117	62.9808651459%	8	0.058852758
0.31939069865160	68.0609301348%	9	0.05080065
0.27554656198729	72.4453438013%	10	0.043844137
0.23771042596129	76.2289574039%	11	0.037836136
0.20506192529306	79.4938074707%	12	0.032648501
0.17689190346085	82.3108096539%	13	0.028170022
0.15258756883984	84.7412431160%	14	0.024304335
0.13161956034846	86.8380439652%	15	0.020968008
0.11353070335143	88.6469296649%	16	0.018088857
0.09792624896423	90.2073751036%	17	0.015604454
0.08446541022661	91.5534589773%	18	0.013460839
0.07285402926557	92.7145970734%	19	0.011611381
0.06283822892249	93.7161771078%	20	0.0100158
0.05419891999510	94.5801080005%	21	0.008639309
0.04674705117452	95.3252948825%	22	0.007451869
0.04031950299040	95.9680497010%	23	0.006427548
0.03477553970682	96.5224460293%	24	0.005543963
0.02999374426323	97.0006255737%	25	0.004781795
0.02586937115903	97.4130628841%	26	0.004124373
0.02231206077227	97.7687939228%	27	0.00355731
0.01924386611177	98.0756133888%	28	0.003068195
0.01659754954925	98.3402450451%	29	0.002646317
0.01431511277769	98.5684887222%	30	0.002282437
0.01234652819497	98.7653471805%	31	0.001968585
0.01064864421152	98.9351355788%	32	0.001697884
0.00918424070887	99.0815759291%	33	0.001464404
0.00792121410618	99.2078785894%	34	0.001263027
0.00683187428823	99.3168125712%	35	0.00108934
0.00589233806802	99.4107661932%	36	0.000939536
0.00508200594980	99.4917994050%	37	0.000810332
0.00438311076688	99.5616889233%	38	0.000698895
0.00378032833215	99.6219671668%	39	0.000602782
0.00326044158919	99.6739558411%	40	0.000519887
0.00281205091828	99.7187949082%	41	0.000448391
0.00242532425864	99.7574675741%	42	0.000386727
0.00209178157754	99.7908218422%	43	0.000333543
0.00180410896744	99.8195891033%	44	0.000287673
0.00155599830003	99.8444001700%	45	0.000248111
0.00134200892494	99.8657991075%	46	0.000213989
0.00115744838330	99.8842551617%	47	0.000184561
0.00099826952247	99.9001730478%	48	0.000159179
0.00086098175742	99.9139018243%	49	0.000137288
0.00074257453382	99.9257425466%	50	0.000118407