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Exam3template - Mathematics 7 Examination #3 Template May...

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Mathematics 7 Examination #3 May 27, 2008 Template 1 . Here is a data set: x 1 , ··· ,x m . Find the values of the order statistics x (1) , ··· ,x ( m ) . 2 .I f X is a random variable that has the Bin ( n, p ) distribution, f nd the largest value of k such that P ([ X k ]) α .( I nt h ee x am , n is a small integer.) 3 . Suppose x 1 , ··· , x m and y 1 , ··· ,y n are two samples. ( i ) Display the pooled ordered sample. ( ii ) Find the values of the tied midranks of x 1 , ··· , x m in the pooled ordered sample. ( iii ) Compute the di f erence of the averages of the sample means of the tied midranks of the two samples. (In other words, the mean of the tied midranks of the x -sample minus the mean of the tied midranks of the y - sample.) 4 .G i v e ntw os am p l e s x 1 , ··· ,x m and y 1 , ··· ,y n , compute P ([ x 0 y 0 x
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This note was uploaded on 06/10/2008 for the course MATH 7 taught by Professor Tucker during the Spring '08 term at UC Irvine.

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Exam3template - Mathematics 7 Examination #3 Template May...

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