What are the measurements of a pitcher's rubber?
356662
I searched on Yahoo and found a Wikipedia article that gave this answer:\n\n"On the mound there is a white rubber slab, called the pitcher's plate or commonly the rubber, six inches (15 cm) front-to-back and two feet (61 cm) across, the front of which is exactly sixty feet six inches (18.4 m) from the rear point of home plate"
969061
The only thing you need to figure that out is the height of the (i presume) circular cup. Just estimate it as a cylinder, or use some simple calculus to add a sloped cup.\n\nAnyways, the volume of a cylinder is pi*r^2 * h. or A * h  where A is the surface of the water.\n\nThe next problem is converting fl. oz to a volume in terms of distance measurements. I find this easiest to do in metric units, although if you spend some time you can figure it out in oz.\n\nso 1 US fluid ounce = 29.5735297 ml\n\n1 ml = 1 cubic cm.\n\nthus\n\n16 US fluid ounces = 473.176475 ml = 473.18 cubic centimeters.\n\n473.18 = A * h.\n\nSimply put in the height in centimeters and you've got the area.\n\nI don't know of any statistics about the average car cup holder dimensions although if you take a guess and imagine the one in your car, i'm sure it'll be close.
400851
28 inches (71.1 cm)\n\nThe overall width of each wicket is 9 inches (22.9 cm).\nEach stump is 28 inches (71.1 cm) tall with maximum and minimum diameters of 1 and 1⁄2 inches (3.81 cm) and 1 and 3⁄8 inches (3.49 cm). \n\nEach bail shall conform to the following specifications: \nOverall length:- 4 and 5/16 in    (10.95cm) \nLength of barrel:- 2 and 1/8 in   (5.40cm) \nLonger spigot:- 1 and 3/8 in      (3.49cm)\nShorter spigot:- 13/16 in         (2.06cm)
346483
Define\nR - radius of cylinder\nL - length of cylinder\nh - level of liquid\nV - volume of liquid\n\nFor h < R liquid volume will be a volume of a cylinder segment with height h.\nV = L*(R^2*acos((R-h)/R)/2 - sqrt(R^2-(R-h)^2)*(R-h)/2)\n\nFor h > R liquid volume will be a volume of a whole cylinder without a cylinder segment with height (2R-h).\nV = L*pi*R^2 - L*(R^2*acos((h-R)/R)/2 - sqrt(R^2-(h-R)^2)*(h-R)/2)\n\nacos() is an excel name of arccosine, inverse function to cos().
555699
I think I can help you with this one... I learned how to do it in Kindergarten.\n\nPull your head out of your ass and measure.\n\nGood Luck!
444211
the pitcher can stand on the mound but he can not act as if he is going to pitch to the next batter, he can get on there and play with the resin but he can not touch the rubber( see second link). Florida marlins 3rd baseman mike Lowell pulled this trick successfully twice last year. link to story is attached. hope this answers your question.
917169
L = μ(0) μ(r) N^2 A/l\n\nwhere\n \nμ(0) is the permeability of free space (4π × 10-7 henrys per metre) \nμ(r) is the relative permeability of the core (dimensionless) \nN is the number of turns. \nA is the cross sectional area of the coil in square metres. \nl is the length of the coil in metres\n\nHere we assume that μ(r) = 1, since the solenoid doesn't enclose anything like a metal core. Then\n\nL = [μ(0) N^2 (πR^2)] / l, where R is the radius of the solenoid\n\n= [(4π × 10-^7)(2920)^2(π(0.005)^2)] / (0.1)\n\n= 8.44 × 10-^3 henries
756487
176.53 cm\n\nhttp://www.csgnetwork.com/csgcvtftin2cmeterscalc.html
699412
The rules of the game of cricket limit the allowable size for a bat as not more than 38 in (965 mm) long and the blade may not be more than 4.25 in (108 mm) wide. Bats typically weigh from 2 lb 8 oz to 3 lb (1.1 to 1.4 kg) though there is no standard. The handle is usually covered with a rubber or cloth sleeve to enhance grip and the face of the bat may have a protective film.\n\nNo specific size has been stipulated for handle as per rules.
342400
http://mlb.mlb.com/NASApp/mlb/mlb/official_info/official_rules/foreword.jsp
480037
Taken straight from the MLB Rules - Rule 1.04 The Playing Field\n\nThe pitcher's plate shall be 10 inches above the level of home plate. The degree of slope from a point 6 inches in front of the pitcher's plate to a point 6 feet toward home plate shall be 1 inch to 1 foot, and such degree of slope shall be uniform.
354612
A regular size baseball is supposed to be exactly 5.9 ounces(oz).
758272
http://shop.mlb.com/product/index.jsp?productId=1866957&cp=1452341
842421
Recipe at:\nhttp://www.gisbornesc.vic.edu.au/home/jans/year9/polsh.htm\n\nYou'll have to convert the metric measurements into American by using your own brain or http://www.onlineconversion.com\n\nThere's a very basic method at this site, that doesn't involve chemicals, etc.\nhttp://ri.essortment.com/cleanandleath_rjmd.htm
363400
diameter is two times the radius so the radius is half of the diameter. \n\n4 inches\n\ntosmith
1184710
Here you go...remember...you asked for it:\n\nhttp://www.director-file.com/cunningham/rubber.html
1076522
There are many different specification for a baseball. A Major League Baseball starts off with a cork, red rubber, black rubber, 3-strand, 4-strand, 3-strand wool, some cotton and so on. The coefficient of restitution, seam height and so on all are part of the spec.\n\nHowever, a baseball used in little league has different specs, a college ball has different specs, and so on and so on.\n\nThe quality of the leather, the rubber, the wool vary from ball to ball.\n\nThe numbers indicate which version or specification the ball was made to. In some cases it might mean the run number for a set number of balls.\n\nNote, little league balls have high seams, high school balls the seams are lower, college they are lower, (I have seen semi-pro balls with big seams and with low seams), major league have the smallest seams heights in my experience.