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This illustrates the fact that for finite populations involving sampling with replacement (or infinite 2 s2 >n since the right-hand side is 10.8>2 5.40, agreeing with the above value. For a populations), sX general proof of this, see Problem 5.7.

(c) There are 5C2 10 samples of size two which can be drawn without replacement (this means that we draw one number and then another number different from the first) from the population, namely, (2, 3), (2, 6), (2, 8), (2, 11), (3, 6), (3, 8), (3, 11), (6, 8), (6, 11), (8, 11).

4 3 2 1

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The selection (2, 3), for example, is considered the same as (3, 2).

1 1 2 3

The corresponding sample means are 2.5, 4.0, 5.0, 6.5, 4.5, 5.5, 7.0, 7.0, 8.5, 9.5

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A factorial order of growth is even more extreme than an exponential order of growth For example, there are about 36 million permutations of 10 cities, but more than 2 trillion billion permutations of 20 If the computer can compute the distance for a million permutations a second, the TSP problem will take 18 seconds for 10 cities, but tens of thousands of years for 20 cities Figure 2-2 shows the rates of growth for lg n, n, n(lg n), n2, 2n, and n! Table 21 summarizes some different orders of growth, and the characteristics of associated algorithms ALGORITHMS AS TECHNOLOGY It s pretty exciting to buy a new computer with twice, four times, or even ten times the clock rate of the old computer Many people think of computer hardware speed as the measure of technological advance.

and the mean of sampling distribution of means is mX 2.5 4.0 5.0 m. 6.5 4.5 10 5.5 7.0 7.0 8.5 9.5 6.0

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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.

(2.5

6.0)2

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.

(4.0

When you plot a graph, you will notice that the horizontal and vertical axes are usually not the same length. By default, the ratio of vertical axis length to horizontal axis length is 1/GoldenRatio, where GoldenRatio = (1 + 5 ) / 2 . The designers of Mathematica felt that this ratio was the most comfortable and pleasing to the eye. It can be changed with the option AspectRatio, which determines the height-to-width ratio of the graph.

Having discussed algorithms and their performance, consider whether a better algorithm on a slower computer might be better than a slower algorithm on a faster computer As an example, consider a sorting task Suppose you need to sort a million numbers (social security numbers, for example) You have the choice of using your current computer with a merge sort program, or of buying a new computer, which is 10 times faster, but which uses an insertion sort The insertion sort on the new computer will require on the order of (10 6)2, or a million million cycles, while the merge sort will require on the order of 10 6(lg 10 6), or 10 6(20), or 20 million cycles Even when it runs on your old computer, the merge sort will still run four orders of magnitude faster than the insertion sort on the new machine.

6.0)2

(5.0 10

AspectRatio Automatic computes the aspect ratio from the actual coordinate values of the plot. AspectRatio ratio sets the ratio of height to width to the value ratio.

6.0)2

Plot[x2, {x, 5, 5}]

(9.5

6.0)2

Plot[x2, {x, 5, 5}, AspectRatio Automatic]

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