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Classify each of the following events as to whether the events are in the environment or in the system and whether the events are hidden or visible:.

GraphicsArray[{g1, g2, ...}] plots a row of graphics objects. GraphicsArray[{g11, g12, ...},{g21, g22, ...}}] plots a two-dimensional array of graphics objects.

g1 = Plot[x, {x, 2, 2}]; g2 = Plot[ x, {x, 2, 2}]; g3 = Plot[x2, {x, 2, 2}]; g4 = Plot[ x2, {x, 2, 2}]; GraphicsArray[{g1, g2, g3, g4}]

Connecting your iPad to the Keyboard Dock is very simple just set it on the dock to plug it into the port on the bottom of the iPad, as shown in Figure 2 6.

2 1 2 1 1 2 1 2 2 1

2. The door is unlocked by the system. System Visible 3. An employee lets a nonemployee through the door. Environment Hidden 4. An employee has an identical twin. Environment Hidden 5. An image has the minimal number of similarities for the matching algorithm. Hidden System

2 1 1 2 1 2 2 1

NOTE: If you have put your iPad in a case, you will most likely have to remove it before you connect the iPad to the Keyboard Dock. This has the added benefit of allowing the iPad to dissipate heat if you are charging it while it is in the dock. You can then plug your USB sync and charging cable to the back of the Keyboard dock to simultaneously connect the iPad to your computer or charge it in the wall socket. Simply pull the iPad up and out of the Keyboard Dock to disconnect it.

4 3 2 1 0 1 2

1 2 3 4

Figure 26 58. The iTunes software installation Software License Agreement screen (Apple Mac)

GraphicsArray[{g1, g2},{ g3, g4}]

1. Draw scenarios for the interaction between a customer trying to buy a particular music CD with cash and a clerk in the music store. Be sure to cover all possibilities. Use the state machine model with the events being the arcs. See Fig. 9-9.

1 1 2

Read the license agreement and click the Continue button to bring up the screen that lets you accept or reject license agreement (see Figure 26 59).

1 1 2

4 3 2 1

Fig. 9-9.

Figure 26 59. The iTunes software installation agree to software license screen (Apple Mac)

1 1 2 3

Plot has a variety of options that can be viewed by typing Plot or Options[Plot]. These options may be used individually or in conjunction with one another. Some of the more common options are described in the remainder of this section. Since Mathematica obviously cannot plot an infinite number of points, it selects a finite number of equally spaced points as sample points and uses an adaptive algorithm to construct a smoothlooking curve. The initial number of points it will use, PlotPoints, is set to 50 by default. If the curve wiggles excessively, a larger number might be necessary to obtain a smooth-looking curve.

Now you need to confirm that you agree with the License by clicking the Agree button. Agreeing to the license terms bring up the final selection screen (see Figure 26 60).

PlotPoints n specifies that an initial number of n sample points should be used in the construction of the graph. MaxRecursion n specifies that up to n levels of recursion should be made in the adaptive algorithm. Recursive subdivision is done only in those places where more samples seem to be needed in order to achieve results with a certain level of quality.

2. Calculate Bieman and Ott s functional cohesion metrics for the following code segment. Draw a directed graph and show the ows. cin >> a >> b; int x,y,z; x=0; y=1; z=1; while (a > 0){ x = x + b; z = z * b; if (a > b){ y=y*a; } a=a-1; } cout << x << a << z << y; }