A page in a book can have at most 300 words. X = Number of misprints on a page.
Then the random variable is

Suppose there are 500 misprints in a book of 750 pages. Assuming that the number of misprints per page is a poisson random variate. The probability that a page selected at random has more than one mis print is

Suppose there are 500 misprints in a book of 750 pages. Assuming that the number of misprints per page is a poisson random variate. The probability that a page selected at random has more than one mis print is

In a book of 500 pages , it is found that there are 250 typing errors . Assume that Poisson law holds for the number of errors per page . Then, the probability that a random sample of 2 pages will contains no error is

In a book of 500 pages , it is found that there are 250 typing errors . Assume that Poisson law holds for the number of errors per page . Then, the probability that a random sample of 2 pages will contains no error is

A book of 1,456 pages has 9,95,904 words in it. The number of words in each page is ____.

A page is opened at random from a book containing 90 pages. Then the probability of a page number is a perfect square is………..

A book has 400 pages and 120 words are printed on a page.How many pages will be required to print the same book with 150 words a page?

Can we say that every variation is a proportion A book consists of 100 pages. How do the number of pages read and the number of pages left over in the book vary? What happened to the number of left over pages, when completed pages are gradually increasing? Are they vary inversely? Explain.

There are 100 pages in a book.If a page of the book is opened at random,the probability that the number on the page is two digit number made up with the same digit is