The first proof of 200 pages of a book containing 560 pages revealed the following distribution of the number of printing errors: No. of errors in a page 1 3 4 5 Total No. of pages 200 112 63 20 3 1 1...


The first proof of 200 pages of a book containing 560 pages revealed the following distribution of the<br>number of printing errors:<br>No. of errors in a page<br>1<br>3<br>4<br>5<br>Total<br>No. of pages<br>200<br>112<br>63<br>20<br>3<br>1<br>1<br>Fit a Poisson distribution corresponding to these data.<br>

Extracted text: The first proof of 200 pages of a book containing 560 pages revealed the following distribution of the number of printing errors: No. of errors in a page 1 3 4 5 Total No. of pages 200 112 63 20 3 1 1 Fit a Poisson distribution corresponding to these data.

Jun 08, 2022
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