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4. Take the second derivative. Evaluate the second derivative at the points where the slope is zero: If the second derivative is positive, the curve is concave up; if the second derivative is negative, the curve is concave down; if the second derivative is zero, the curve has a point of horizontal inflection. 5. Set the second derivative equal to zero and solve for values of x where the curve changes concavity. These are points where the slope of the curve changes fi-om going more positive to going less positive or from going more negative to going less negative. 6. Sketch the curve. If you are unsure of the curve in certain places, plot a few points These are guidelines for graphmg hnctions. You may not always need all of the steps listed here. Depending on what you are looking for in the problem, you may not need to perform each step in detail. These guidelines will, however, allow you to graph just about any b c t i o n you encounter. Now it is time for some application problems. The number of sales of a certain consumer item is growing in a quadratic way with time while the discard rate remains a constant over time. Analysts expect this trend to continue for five years. The number of these items in the hands of consumers as a hnction of time is N(t)=3.2t2-3t+24. The 3.2t2 term represents the quadratic growth in sales, the -3t term represents the discard rate, and the 24 represents the number now in consumer hands. Sketch the graph of N vs. t . Determine if there is anything else in the graph or the calculus analysis that will help in business planning.

the probability of p pointing into something vital. Eventually your program stops working. The solution to this sort of trouble is obvious: make sure that a pointer is always pointing at something valid before it is used. Although the mistake is easy to catch in this simple case, frequently uninitialized pointers (or, incorrectly initialized ones) occur in a way that is not as easy to find. A second common error is caused by a simple misunderstanding of how to use a pointer. For example, this program is fundamentally wrong.

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where Wj is a weight sequence with positive values. Equation (5.13) shows that a rational B-spline of order k can be obtained by modifying B-splines of order k (Versprille, 1975). Eq. (5.13) yields values of the Rj,k(x) for a speci ed order, knot sequence, and weight sequence in the domain of interest by repeatedly forming linear combinations of positive quantities. Rational B-splines have a number of interesting properties, some of which are pertinent to the numerical procedures used in evaluating them and in applying them. The non-zero values of Rj,k(x) occur only on the interval [Tj, Tj+k] in the knot sequence. In other words, a rational B-spline of order k is non-zero only over k of the adjacent intervals between knots. A further characteristic of rational B-splines of order k is that for any given point, x, all but k adjacent Rj,k(x) are zero. These non-zero values of rational B-splines sum to 1 and can be written as

(wildcards in certain databases). Finally, in order for this to work, the prompt in both condition statements must be exactly the same or users will be prompted twice.

If you add attachments to supplement the body of your work, be certain to include a table of contents so readers can nd those sections of interest to them and skip the rest Even if all the attachments are skipped, simply including them adds weight literally and guratively to your communications Attaching documents to E-mails, on the other hand, needs to be carefully considered Many companies have security programs that flag E-mails with attachments Worries about viruses and policies prohibiting the circulation of jokes and cartoons have resulted in many organizations stopping E-mails with attachments from reaching the intended party without rst going to a security administrator Make sure your readers know the attachment is relevant and expected EXERCISE 10: Write a First Draft You re now ready to write a rst draft.

Two streams of audio are provided for each version of the feature video 5.1 uncompressed PCM and DTS 5.1. Three subtitle streams have been provided for each version of the feature video English, French and Chinese.

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