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Design Factor Level Low ( ) High ( ) Gap (cm) 0.80 1.20 Pressure (mTorr) 450 550 C2F6 Flow (SCCM) 125 200 Power (w) 275 325

Phew! All the exciting drawing code is contained in startDraw() and draw() of the DrawingCanvas. Note that you can use the keyboard to change the thickness of the pen and line tools, and the roundness of the corners of the round rect. This example brings together primitives and basic drawing commands.

Table 14-19 presents the data from the 16 runs of the 24 design. Table 14-20 is the table of plus and minus signs for the 24 design. The signs in the columns of this table can be used to estimate the factor effects. For example, the estimate of factor A is A 1 3a ab ac abc ad abd 8 c bc d bd cd bcd 4 1 3669 650 642 635 749 8 550 604 633 601 1037 101.625 acd abcd 112 729 10634 b

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Beginning in Flash Player 10, the drawing API has been augmented with the ability to draw whole chunks of a drawing at once, rather than calling a long string of functions. Command objects encapsulate drawing commands in a compact form and can be used to pass around whole drawings or complex paths. You ll even notice a speed boost when using these batched drawing methods instead of subsequent calls.

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FP10. All methods and classes covered in this section are only available in Flash Player 10 and later.

/ / generate instructions for data routing for (int i=O; i<atagInfo.numDataO; i++) I DataInfo d = atagInfo.dataInfo(i);

Table 14-19 The 24 Design for the Plasma Etch Experiment A (Gap) 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 B (Pressure) 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 C (C2F6 Flow) 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 D (Power) 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 Etch Rate ( /min) 550 669 604 650 633 642 601 635 1037 749 1052 868 1075 860 1063 729

The drawing API lets you batch generic drawings, complex paths, and strips of triangles. All these drawing methods have their own uses and their own slightly different approaches.

We often summarize the outcome from a random experiment by a simple number. In many of the examples of random experiments that we have considered, the sample space has been a description of possible outcomes. In some cases, descriptions of outcomes are suf cient, but in other cases, it is useful to associate a number with each outcome in the sample space. Because the particular outcome of the experiment is not known in advance, the resulting value of our variable is not known in advance. For this reason, the variable that associates a number with the outcome of a random experiment is referred to as a random variable.

If you have a complicated path with dozens of points or curves, instead of calling moveTo(), lineTo(), and curveTo() repeatedly, you can store all the essential data about these paths in a dense format and use the Graphics object s drawPath() method to execute the path. If you d like to ll the path, you can surround the drawPath() call with beginFill() and endFill() as you normally would; likewise, you can set stroke styles just as you normally would. The drawing API still acts statefully as always. By drawing a path with drawPath(), you merely collapse all the moveTo(), lineTo(), and curveTo() calls into one function call.

De nition A random variable is a function that assigns a real number to each outcome in the sample space of a random experiment. A random variable is denoted by an uppercase letter such as X. After an experiment is conducted, the measured value of the random variable is denoted by a lowercase letter such as x 70 milliamperes.

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