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This density is referred to as the uniform density over the range [ 0.5, 0.5]. 1. For N = 2, in MATLAB use the rand function to produce instances of xi for i = 1, . . . , N . Then compute xN according to eqn. (4.20) with A = 1 . Repeat this experiment M = 10, 000 times to produce N M realizations of xN . (a) Graph the histogram of the M realizations of xN with the axis limits set to 1.0 using about 20 bins. (b) Compute the mean and the standard deviation of the M realizations of xN . (c) On the same axes as the histogram, graph the Gaussian density with and determined in the previous step. 2. Repeat the above process for N = 1, 3, and 10. Compare the results with the statement of the central limit theorem. While this problem is not a proof of the central limit theorem, it visually shows that the density of the summed random variables rapidly converges toward a Gaussian density as N increases. An analytic demonstration using circumstances related to this problem is contained in Section 1.13 in [31]. Exercise 4.2 Compute the mean, variance, and second moment of the random variable x with the uniform density over the interval (0, 1): px (X) = 1, 0, for X (0, 1) otherwise.

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3 Suppose that the ball in Problem 2 has an apparent diameter, as measured laterally (sideways to the direction of its motion), of a hundred millimeters (100 mm) when it is speeding along at three-quarters of the speed of light What will its diameter be when it comes to rest (a) 100 mm (b) 133 mm (c) 151 mm (d) It cannot be calculated from this information 4 If a space ship is slowing down, that is, losing speed in the forward direction, the acceleration force inside the ship is directed (a) toward the rear (b) toward the front (c) toward the side (d) nowhere; there is no acceleration force 5 The Michelson-Morley experiment (a) showed that the speed of light depends on the direction in which it is measured (b) showed that the speed of light depends on the velocity of the observer.

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16. D. You are most likely to mention that the modem uses a coaxial cable because all the other statements are incorrect. Cable modems use the same cable that your television does, and they plug into the same type of wall outlet and are bidrectional. A, B, and C are all incorrect because these are not properties of a coaxial cable. Coaxial cables have the same type of connector on both ends, either of which can be attached to the modem or wall outlet. The connector is round and contains only one wire. The connector is twisted into place, so there is no wrong orientation of the connector in the port. Finally, the locking mechanism on a coaxial cable is an outer ring that is twisted into place, not a tab on one side (as in an RJ connector). 17. A. Male connectors have pins; female connectors have sockets. Pins usually stick out from the interior of the connector and are mated with the receiver or socket in the connector. B, C, and D, which make reference to the connector s shape, location of attachment, and number of wires, are all incorrect. Connector shapes, attachment locales, and number of wires are all unrelated to the characteristic of having either pins or holes. 18. B. The RJ connector can be identified by its rectangular shape, retaining tab, and flat copper connections. RJ connectors are often used in network and analog modem connections.

power of the database server. In other cases, consolidating more applications that can access the Oracle database on the Oracle Exadata Database Machine can help ensure that the entire system is more equitably utilized.

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