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/ / The following constants are used to indicate which event / / has triggered the transmission of this GUIMessage instance / / Event: A message has been transmitted (with message stats) public static final int GUIM-XMIT = 0x01; / / Event: A message has been received (with message stats) public static final int CUIM-RCV = 0x02; / / Event: The node is alive and running (with node stats) public static final int CUIM-NODESTATE = 0x04; / / Event: Application-level logging public static final int GUIM-NODEOUTPUT = 0x08; / / These values are set for all types of CUIMessages / / Timestamp and origin ID could be set by the Transmitter private int m-messagelype ; private String m-timestamp; private int m-originID; / / These values will be used if message is of type XMIT or RCV private int senderID; private int receiverID; private String xmitTime ; private String rcvTime; / / These values will be used if message is of type NODESTATE private int nodeID; private int [I nodeCoords ; private int energyLevel ; private int [I hostedTasks ; private String nodeLabe1; / / These values will be used if message is of type NODEOUTPUT private String nodeoutput ;

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function storeAddress(name:String, zip:String = null, email:String)

15-11. Use the normal approximation to the sign test for the data in Exercise 15-10. What conclusions can you draw 15-12. The diameter of a ball bearing was measured by 12 inspectors, each using two different kinds of calipers. The results were as follows: Inspector 1 2 3 4 5 6 7 8 9 10 11 12 Caliper 1 0.265 0.265 0.266 0.267 0.267 0.265 0.267 0.267 0.265 0.268 0.268 0.265 Caliper 2 0.264 0.265 0.264 0.266 0.267 0.268 0.264 0.265 0.265 0.267 0.268 0.269

is not valid because email is a required parameter and it appears after zip, which is optional. The correct order would be

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15-10. Two different formulations of primer paint can be used on aluminum panels. The drying time of these two formulations is an important consideration in the manufacturing process. Twenty panels are selected; half of each panel is painted with primer 1, and the other half is painted with primer 2. The drying times are observed and reported in the following table. Is there evidence that the median drying times of the two formulations are different Use the sign test with 0.01.

Is there a signi cant difference between the medians of the population of measurements represented by the two samples Use 0.05.

function storeAddress(name:String, email:String, zip:String = null)

15-13. Consider the blood cholesterol data in Exercise 10-39. Use the sign test to determine whether there is any difference between the medians of the two groups of measurements, with 0.05. What practical conclusion would you draw from this study 15-14. Use the normal approximation for the sign test for the data in Exercise 15-12. With 0.05, what conclusions can you draw 15-15. Use the normal approximation to the sign test for the data in Exercise 15-13. With 0.05, what conclusions can you draw 15-16. The distribution time between arrivals in a telecommunication system is exponential, and the system manager wishes to test the hypothesis that H0: 3.5 minutes versus H1: 3.5 minutes. (a) What is the value of the mean of the exponential distribution under H0: 3.5 (b) Suppose that we have taken a sample of n 10 observations and we observe r 3. Would the sign test reject H0 at 0.05

Using the Rest Parameter (...)

(c) What is the type II error probability of this test if 4.5 15-17. Suppose that we take a sample of n 10 measurements from a normal distribution with 1. We wish to test 0 against H1: 0. The normal test statistic is H0: Z0 X ( 1n), and we decide to use a critical region of 1.96 (that is, reject H0 if z0 1.96). (a) What is for this test (b) What is for this test, if 1 (c) If a sign test is used, specify the critical region that gives an value consistent with for the normal test. (d) What is the value for the sign test, if 1 Compare this with the result obtained in part (b). 15-18. Consider the test statistic for the sign test in Exercise 15-9. Find the P-value for this statistic. 15-19. Consider the test statistic for the sign test in Exercise 15-10. Find the P-value for this statistic. Compare it to the P-value for the normal approximation test statistic computed in Exercise 15-11.

The rest parameter (...) is a keyword that accepts a variable number of additional arguments. You follow this keyword with an argument list name, which will be used inside the function body to access the additional arguments they will be stored as an Array. Adding a rest parameter to your function allows you to make calls with as many arguments as you like. For example, if you want a function that adds any quantity of numbers, you might use the rest parameter:

15-3

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