I got this from the "Center for Gaming Research at the University of Nevada in Las Vegas" website.
Thought it was interesting.

Summary Tables for House Advantage

The two tables below show the house advantages for many of the popular casino games. The first table is a summary of the popular games and the second gives a more detailed breakdown.
House Advantages for Popular Casino Games

Game House Advantage
Roulette (double-zero) 5.3%
Craps (pass/come) 1.4%
Craps (pass/come with double odds) 0.6%
Blackjack - average player 2.0%
Blackjack - 6 decks, basic strategy* 0.5%
Blackjack - single deck, basic strategy* 0.0%
Baccarat (no tie bets) 1.2%
Caribbean Stud* 5.2%
Let It Ride* 3.5%
Three Card Poker* 3.4%
Pai Gow Poker (ante/play)* 2.5%
Slots 5% - 10%
Video Poker* 0.5% - 3%
Keno (average) 27.0%
*optimal strategy

House Advantages for Major Casino Wagers

Game Bet HA*
Baccarat Banker (5% commission) 1.06%
Baccarat Player 1.24%
Big Six Wheel Average 19.84%
Blackjack Card-Counting -1.00%
Blackjack Basic Strategy 0.50%
Blackjack Average player 2.00%
Blackjack Poor Player 4.00%
Caribbean Stud Ante 5.22%
Casino War Basic Bet 2.88%
Craps Any Craps 11.11%
Craps Any Seven 16.67%
Craps Big 6, Big 8 9.09%
Craps Buy (any) 4.76%
Craps C&E 11.11%
Craps don't pass/Don't Come 1.36%
Craps don't pass/Don't Come w/1X Odds 0.68%
Craps don't pass/Don't Come w/2X Odds 0.45%
Craps don't pass/Don't Come w/3X Odds 0.34%
Craps don't pass/Don't Come w/5X Odds 0.23%
Craps don't pass/Don't Come w/10X Odds 0.12%
Craps Don't Place 4 or 10 3.03%
Craps Don't Place 5 or 9 2.50%
Craps Don't Place 6 or 8 1.82%
Craps Field (2 and 12 pay double) 5.56%
Craps Field (2 or 12 pays triple) 2.78%
Craps Hard 4, Hard 10 11.11%
Craps Hard 6, Hard 8 9.09%
Craps Hop Bet - easy (14-1) 16.67%
Craps Hop Bet - easy (15-1) 11.11%
Craps Hop Bet - hard (29-1) 16.67%
Craps Hop Bet - hard (30-1) 13.89%
Craps Horn Bet (30-1 & 15-1) 12.50%
Craps Horn High - any (29-1 & 14-1) 16.67%
Craps Horn High 2, Horn High 12 (30-1 & 15-1) 12.78%
Craps Horn High 3, Horn High 11 (30-1 & 15-1) 12.22%
Craps Lay 4 or 10 2.44%
Craps Lay 5 or 9 3.23%
Craps Lay 6 or 8 4.00%
Craps Pass/Come 1.41%
Craps Pass/Come w/1X Odds 0.85%
Craps Pass/Come w/2X Odds 0.61%
Craps Pass/Come w/3X Odds 0.47%
Craps Pass/Come w/5X Odds 0.33%
Craps Pass/Come w/10X Odds 0.18%
Craps Place 4 or 10 6.67%
Craps Place 5 or 9 4.00%
Craps Place 6 or 8 1.52%
Craps Three, Eleven (14-1) 16.67%
Craps Three, Eleven (15-1) 11.11%
Craps Two, Twelve (29-1) 16.67%
Craps Two, Twelve (30-1) 13.89%
Keno Typical 27.00%
Let It Ride Base bet 3.51%
Pai Gow Poker Skilled player (non-banker) 2.54%
Pai Gow Poker Average player (non-banker) 2.84%
Red Dog Basic bet (six decks) 2.80%
Roulette Single-zero 2.70%
Roulette Double-zero (except five-number) 5.26%
Roulette Double-zero, five-number bet 7.89%
Sic Bo Big/Small 2.78%
Sic Bo One of a Kind 7.87%
Sic Bo 7, 14 9.72%
Sic Bo 8, 13 12.50%
Sic Bo 10, 11 12.50%
Sic Bo Any three of a kind 13.89%
Sic Bo 5, 16 13.89%
Sic Bo 4, 17 15.28%
Sic Bo Three of a kind 16.20%
Sic Bo Two-dice combination 16.67%
Sic Bo 6, 15 16.67%
Sic Bo Two of a kind 18.52%
Sic Bo 9, 12 18.98%
Slots Dollar Slots (good) 4.00%
Slots Quarter Slots (good) 5.00%
Slots Dollar Slots (average) 6.00%
Slots Quarter Slots (average) 8.00%
Sports Betting Bet $11 to Win $10 4.55%
Three Card Poker Pair Plus 2.32%
Three Card Poker Ante 3.37%
Video Poker Selected Machines -0.50%

*House Advantages under typical conditions, expressed "per hand" and including ties, where appropriate. Optimal strategy assumed unless otherwise noted.

Thanks, Rukiding!
I actually used to know ALL the house advantages in the game of Craps and would only make those bets that offered the smallest house advantage, but it never did seem to help.

On the contrary, one friend of mine always places the "5" and "9" and for some wierd reason, always leaves the table a winner (providing he doesn't stick around to long).

Here's a question I have for anyone who enjoys Math Puzzles ....

Note that the House Advantage decreases as the allowable Odds Bet increases ...

See below ....

Craps don't pass/Don't Come 1.36%
Craps don't pass/Don't Come w/1X Odds 0.68%
Craps don't pass/Don't Come w/2X Odds 0.45%
Craps don't pass/Don't Come w/3X Odds 0.34%
Craps don't pass/Don't Come w/5X Odds 0.23%
Craps don't pass/Don't Come w/10X Odds 0.12%

My question is - What would the allowable Odds have to be in order to reduce the House Advantage down to ZERO ... and would a further increase in the Odds bet actually give the Player the advantage?

What would the Odd Bet need to be in order to give the Player a 50% or !00% advantage? Is this possible mathmatically!?

Thanks!

Will:

It is never possible to get to zero.

The odds bet, itself is an even money bet with no house edge. You still have to deal with the original house advantage on the pass bet. If you look at your table you see that roughly doubling the odds cuts the house advantage in half.
So you would have to have an infinite odds bet to get the house advantage down to zero.

You can never get a true player advantage because the odds bet has no advantage only less of a disadvantage than the original bet.

Eric

Thanks, Eric! I would have to compute the math to agree with you entirely about that exclusive odds bet, but I'm too math illiterate to do it; but I do fully understand that the odds bet is always riding on those pass line odds (even though I can't express it intelligently).

Thanks, Eric.

According to the table at this website House Edge the house edge with 100X's odds is .02%. I have seen the formula used to figure the house edge on craps with odds, if I can find it I'll post it. But I agree that no matter how many times odds they offer you cannot make craps a positive expectation game or even make it even. Because of the 1.41% house advantage on the flat bet that is required to be bet before placing odds the house will always hold a slight advantage.