Select the correct answerRANI gave her project assignment to a shopkeeper for binding. There were 19 pages including a cover page, 12 pages of theory and 6 pages of drawings. She told the shopkeeper that the theory pages are in a particular order and the drawing pages can be arranged anywhere provided they are together. If the cover page is always kept first what is the probability that rest of the pages are arranged as per requirement?Options13𝐶1×6!/19!12𝐶1×6!/18!13×40/17!13!×6!/18!

YouA. How many ways can you arrange 5 books on a shelf?B. You have 5 books and want to arrange 3 of them on the shelf. In how manyways can this be done?C. You have 5 books and want to give three to a friend. In how many ways canthis be done?D. If each of the books is written by a different author and you randomly selectan arrangement, what is the probability that the books will be inalphabetical order?E. Two of the books are duplicates. You randomly arrange them on your shelfwith your eyes shut. What is the probability that they are in alphabetical order?

A goldsmith has a bag, which contains some colourful stones. It contains 4 white and 8 black stones. There is another bag which contains 5 white and 5 black stones. One stone is to drawn from either of the two bags. What is the probability of drawing a white stone?Options7/135/1211/128/13

There are 40 pages in a book. A page is opened at random. Find the probability that the number of this opened page is a multiple of 3 or 5

A random assortment of tiles with letters on them are placed into a bag. There are 1818 tiles in total. One tile is drawn out of the bag. There is a 1991​ probability of that tile being a "T". How many "T"s are there in the bag?

An artist has 12 paintings to sell at the ArtiGras Fine Arts Festival in Jupiter, Florida. The artist picks 7 paintings to display on the first day. You randomly select 7 paintings. What is the probability you select the paintings in the same order the artist displays them on the first day? Write your answer as a fraction in simplest form.Probability: