Question

For a population of N = 900, starting from row 02 and column 01 ofthe accompanying table of random numbers, determine t number of rows required in order to select a sample of n 10 without replacement E Click the icon to view the table of random numbers It will requirerow(s) and the last sample value wll be
6 Table of Random Numbers 1 Column Row 12345 67890 12345 67890 12345 67890 01.95929 85486 42783 60451 54051 34306 02 36871 507753059257143 17381 68856 03 25853 350413687150775 30592 57143 04 17381 68856 2585335041 23913 48357 05 6330816090 51690 54607 72407 55538 06 23913 4835763308 16090 51690 54607 07 72407 555384137725684 38012 79607 08 9471397302 57085 86828 3370605959 09 76613 98802601157278025135 58737 10 41428 99122 40082 16016 68610 57997 一一一
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Answer #1

Since population size is 900 so assuming that population subjects are numbered from 001 to 900. We need to select three digits numbers with out repetition. Starting from row 02 and column 01 selected subjects are

368, 715, 077,530, 592, 571, 431, 738, 168, 856

That is

It is required 1 row and last sample value is 856.

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