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These seven topic areas are weighted fairly equally (10 to 15%), with a higher weight (25 to 30%) given to the hot topic of air, land, and water pollution along with its human health impacts.
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Downloaded from Digital Engineering Library @ McGraw-Hill ( Copyright 2004 The McGraw-Hill Companies. All rights reserved. Any use is subject to the Terms of Use as given at the website.
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Data Device (Personal Digital Assistant [PDA]) 22% 18% 11% 10% 9% 7% 7%
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Every time you publish your application, the published version number (not the application version number) will be incremented that is, it will become version,, and so on.
Simultaneous voice and video, for example, a videophone, stored video presentation, and so on Digital simultaneous voice and data (DSVD) whiteboarding applications, where the data stream could be the transmission of
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In mathematics, a rectangular array of numbers such as this is called a matrix. Matrix algebra is a separate field of study, but we are only concerned with using the matrix function on our calculator to find a set of expected values (which we ll need to check the conditions for doing a hypothesis test using the chi-square statistics). Go to MATRIX EDIT [A]. Note that our data matrix has three rows and two columns, so make the dimension of the matrix (the numbers right after MATRIX [A]) read 3 2. The calculator expects you enter the data by rows, so just enter 130, 120, 75, 35, 28, 12 in order and the matrix will be correct. Now, QUIT the MATRIX menu and go to STAT TESTS 2-test (Note: Technically we don t yet know that we have the conditions present to do a 2-test, but this is the way we ll find our expected values.) Enter [A] for Observed and [B] for Expected (you can paste [A] by entering MATRIX NAMES [A]). Then choose Calculate. The calculator will return some things we don t care about yet (X 2 = 10.748, p = 0.0046, and df = 2). Now return to the MATRIX menu and select NAMES [B] and press ENTER. You should get the following matrix of expected values: 145 .625 104 .375 64 .075 45 .925 23 .3 16 .7 Note that the entry in the second row and second column, 45.925, agrees with our hand calculation for Exp. in the previous example. The 2-test for independence can be summarized as follows.
2 pOH = log 4.3 10 = 1.37
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