How do you calculate OPS in baseball?
442103
OPS is a players on-base percentage plus his slugging average.   spotts1701 already told you how to calculate OBP; Slugging average is total bases (i.e., singles+2*doubles+3*triples +4*HR) divided by total at-bats.
108916
You're probably going to have about 90% of extra inning games won by a margin of just one run.  Hope this helps!
500289
Try finding the answer here.\nhttp://www.baseballlibrary.com/baseballlibrary/features/experts/11_15_00.stm
497522
1)single\n2)double\n3)triple\n4)HR\n5)error\n6)wild pitch\n7)passed ball\n8)steal home\n9)balk\n\nkinda cheap to count the 4 different types of hits but I couldn't think of any other way to get 9. \n Squeeze play wouldn't work because with 2 outs you'd only need to get the out at first and inning is over and if he makes it to first then it's a single so it's no different.\n Sac Fly?  there are 2 outs though someone else already pointed that out.\n \nWhat about catcher's interference?  Does the man on third get a base or do you have to be forced to move to get to on that type of play?\n\nhmmm...that's all I can think of right now.
358548
Slugging percentage is calculated as total bases divided by total number of at bats. Total bases are calculated like this:\nSingle = 1 base\nDouble = 2 bases\nTriple = 3 bases\nHome run = 4 bases\n\nYou add up all the hits using the point system above, and then divide by the number of at bats.\n\nFor example, if a batter takes 10 at bats, during which he hits 2 singles, a double, and a home run, he has 8 total bases (2 for the 2 singles, another 2 for the double, and 4 for the home run). You take 8 and divide by 10, for an .800 slugging percentage. That's a really good slugging percentage.
482688
(earned runs)*(9)/(innings pitched)
456722
An official baseball is required to weigh between 5 ounces and 5 1/4 ounces, according to the official rules on www.mlb.com. So, my guess is you should say that.
240183
Here you go taken straight from the MLB rule book (Rule 10.04 Runs Batted In).\n\nRUNS BATTED IN \n10.04\n(a) Credit the batter with a run batted in for every run which reaches home base because of the batter's safe hit, sacrifice bunt, sacrifice fly, infield out or fielder's choice; or which is forced over the plate by reason of the batter becoming a runner with the bases full (on a base on balls, or an award of first base for being touched by a pitched ball, or for interference or obstruction).\n\n(b) Do not credit a run batted in when the batter grounds into a force double play or a reverse force double play. \n\nSee the link below for the full details.
1064123
On Base Percentage + Slugging percentage...
1104678
They give you points for if you are winning the best of a category. For example, if you had ERA, and you had 4.12, and you were in first place, then you'd get one point. If somebody had passed you in ERA and had 4.02, then you'd lose that point. You need to pick the best batters and pitchers you can, but don't pick Albert Pujols right now.
1034942
in the menu which comes after each over there is an option-Generate Innings. Go 2 that then it will ask u upto 5ovrs, 10overs, end of the innings etc..................
950409
Batting Average (AVG): Divide the number of base hits by the total number of at bats. \nIf Tony Gwynn has 600 at bats and has 206 hits.  His batting average would be .343 (206/600) \n\nEarned Run Average (ERA): Multiply the total number of earned runs by nine, and divide the results by the total innings pitched. Randy Johnson has allowed 67 runs in 220 innings.\nMultiply 67 by 9: 67x9=603.  Divide 603 by 220 (his innings pitched):  603/220=2.74 -- which is his ERA \n\nW-L percentage: Divide the number of games won by the total number of decisions.\nPedro Martinez has a 16-3 record,  Divide his win total(16) by his total number of decisions: (19):16/19=0.842 \n\nSlugging Percentage (SLG): Divide the total number of bases of all base hits by the total number of times at bat. \nSammy Sosa has 282 total bases and 440 at-bats.\nDivide 282 by 440 to get his slugging percentage: 282/440=.641 \n\nOn-Base Percentage (OBP): Divide the total number of hits plus Bases on Balls plus hits by Pitch BY at Bats plus Bases on Balls plus hit by Pitch plus Sacrifice Flies \nIn Derek Jeter's 434 at-bats, he has 152 hits, 59 walks, has been hit by 9 pitches, and he's hit 6 sacrifice flies.\nSo here's the formula to determine his OBP:\n(152+59+9)/(434+59+9+6)=220/508=.433 \n\nFielding Average: Divide the total number of putouts and assists by the total number of putouts, assists and errors. \nEdgardo Alfonzo has 218 putouts and 290 assists, while committing only 2 errors.  So his fielding percentage is:\n(218+290)/(218+290+2)=508/510=.996
23381
I think you meant OPS - if so it is On Base % plus Slugging %
452413
"Walks and Hits per Innings Pitched.  This means the average number of people the pitcher allows on base through a hit or walk per inning.  It is the best indicator (along with ERA) of how good a pitcher is, not wins.\n\nAnything below 1.000 is awesome.  Anything between 1.000 and 1.500 is very good.  Anything above that starts getting worse the higher you go up.\n\nImagine having a 2.000 WHIP.  This means that you allow at least 2 people on base per inning.  This translates into the possibililty of a lot of runs for the opposing team.
1035104
x = total hits\ndoubles = 1/7 of x, or x/7\nhome runs = 12.5% of x or 0.125x\nsingles = 82\n\nx = x/7 + 0.125x + 82\nmultiply both sides by 7\n7x = x + 0.875x + 574\nsubtract x from both sides\n6x = 0.875x + 574\nsubtract 0.875x from both sides\n5.125x = 574\ndivide both sides by 5.125\nx = 112\n\nthe kid had 112 hits
1142957
http://www.mlb.com/rules
470321
P(A or B) = P(A) + P(B) - P(A and B)\n\nP(A) = probability of trying out for basketball\nP(B) = probability of trying out for baseball\n\nNow, P (A and B) = 0, since Jamie will not try out for basketball and baseball\n\nP(A or B) = 1 (or 100%), since Jamie will definitely try out for basketball or baseball\n\nSo, P(A) + P(B) = 100%\nP(B) is more than 42% or more (since you have to consider that Jamie will try out for other positions for baseball).\n\n100% - 42% = 58%\nP(A) has to be 58% or lesser. The only answer that is less than 58% is option A (40)