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is less than , we will reject H0 and conclude that H1 is true. The two-sided alternative may also be tested. If the hypotheses are H0: H1:

The GlowFilter constructor accepts from 0 to 8 parameters as described in the list. The parameters are in the order they appear in the preceding list. I might have gone a bit overboard with Example 37-5. A glow lter is perfect to simulate a flashing light. So this example re-creates the classic game Simon, in which there are four color buttons that light up in a sequence, which you must match. You and the computer take turns, the sequence getting longer by one move every time you successfully repeat it, as well as playing faster. The ashing lights are simulated by an outer glow with an animating alpha value. Each colored light has a similarly colored glow. Additionally, the example incorporates audio synthesis, each button having a unique tone. See 31, Playing and Generating Sound, for more.

(15-4)

EXAMPLE 37-5

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we should reject H0: 0 if the proportion of plus signs is signi cantly different (either less than or greater than) from 1 2. This is equivalent to the observed number of plus signs r being either suf ciently large or suf ciently small. Thus, if r n 2 the P-value is P and if r n 2 the P-value is P 2P aR r when p 1 b 2 2P aR r when p 1 b 2

If the P-value is less than some preselected level , we will reject H0 and conclude that H1 is true. EXAMPLE 15-1 Montgomery, Peck, and Vining (2001) report on a study in which a rocket motor is formed by binding an igniter propellant and a sustainer propellant together inside a metal housing. The shear strength of the bond between the two propellant types is an important characteristic. The results of testing 20 randomly selected motors are shown in Table 15-1. We would like to test the hypothesis that the median shear strength is 2000 psi, using 0.05. This problem can be solved using the eight-step hypothesis-testing procedure introduced in 9: 1. 2. 3. 4. The parameter of interest is the median of the distribution of propellant shear strength. H0: 2000 psi H1: 2000 psi 0.05

package { import flash.display.Sprite; [SWF(backgroundColor="#000000")] public class ch37ex5 extends Sprite { public function ch37ex5() { var game:RepeatGame = new RepeatGame(stage); addChild(game); game.x = stage.stageWidth/2; game.y = stage.stageHeight/2; game.startGame(); } } } import flash.filters.GlowFilter; import flash.display.*; import flash.events.*; import flash.utils.*; import flash.ui.Keyboard; import flash.media.Sound; class RepeatGame extends Sprite { protected var cpuMoves:Array;

Table 15-1 Propellant Shear Strength Data Observation i 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 Shear Strength xi 2158.70 1678.15 2316.00 2061.30 2207.50 1708.30 1784.70 2575.10 2357.90 2256.70 2165.20 2399.55 1779.80 2336.75 1765.30 2053.50 2414.40 2200.50 2654.20 1753.70 Differences xi 2000 158.70 321.85 316.00 61.30 207.50 291.70 215.30 575.10 357.90 256.70 165.20 399.55 220.20 336.75 234.70 53.50 414.40 200.50 654.20 246.30 Sign

protected var moveIndex:int; protected var isCpuTurn:Boolean; protected var movePlaybackTimer:Timer; protected var piecesByKeyCode:Array; protected var piecesById:Array; public function RepeatGame(s:Stage) { s.addEventListener(KeyboardEvent.KEY_DOWN, onPlayerMove); movePlaybackTimer = new Timer(0); movePlaybackTimer.addEventListener(TimerEvent.TIMER, onCpuMove); buildPieces(); } protected function buildPieces():void { piecesById = new Array(); piecesByKeyCode = new Array(); var piece:GamePiece; var arci:Number = - 3/4 * Math.PI; piece = new GamePiece(0x47cf51, 0x00ff00, arci, arci + Math.PI/2, piecesByKeyCode[Keyboard.UP] = piece; piecesById.push(piece); addChild(piece); arci += Math.PI/2; piece = new GamePiece(0xe52a37, 0xff0000, arci, arci + Math.PI/2, piecesByKeyCode[Keyboard.RIGHT] = piece; piecesById.push(piece); addChild(piece); arci += Math.PI/2; piece = new GamePiece(0x3e49da, 0x0000ff, arci, arci + Math.PI/2, piecesByKeyCode[Keyboard.DOWN] = piece; piecesById.push(piece); addChild(piece); arci += Math.PI/2; piece = new GamePiece(0xf5ed10, 0xffff00, arci, arci + Math.PI/2, piecesById.push(piece); piecesByKeyCode[Keyboard.LEFT] = piece; addChild(piece); } public function startGame():void { movePlaybackTimer.delay = 2000; cpuMoves = new Array(); nextRound(); } protected function nextRound():void { trace("NEXT ROUND!"); isCpuTurn = true cpuMoves.push(int(Math.random() * piecesById.length)); moveIndex = 0; movePlaybackTimer.delay *= 0.75; movePlaybackTimer.reset(); movePlaybackTimer.start(); }

The test statistic is the observed number of plus differences in Table 15-1, or r 14. 6. We will reject H0 if the P-value corresponding to r 14 is less than or equal to 0.05. 14 is greater than n 2 20 2 10, we calculate the 7. Computations: Since r P-value from P 2P aR 14 when p 1 b 2

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