The digits from 0 to 9 are written on slips of paper and placed in a box. Four of the slips are drawn at random and placed in the order. How many out comes are possible?

The digits, from 0 to 9, are written on slips of paper and placed in a box. Three of the Slips of paper are drawn and placed in order. How many different outcomes are possible ?

The first ten English alphabets are written on slips of paper and placed in a box Three of the slips re drawn and placed in order. How many arrangements are possible?

The first ten English alphabets are written on slips of paper and placed in a box Three of the slips re drawn and placed in order. How many arrangements are possible?

The digits, from 0 to 9 are written on 10 slips of paper (one digit on each slip) and placed in a box. If three of the slips are drawn and arranged, then the number of possible different arrangements is

The digits, from 0 to 9 are written on 10 slips of paper (one digit on each slip) and placed in a box. If three of the slips are drawn and arranged, then the number of possible different arrangements is

Numbers from 1 to 25 are written on small papers and placed in abox. One number is taken from the box at random. What is the probability of getting:complete square.

Numbers from 1 to 25 are written on small papers and placed in a box. One number is taken from the box at random. What is the probability of getting: prime number.

Numbers from 0 to 9 are written on cards and placed in a box and numbers from 1 to 9 are written on cards and placed in another box. One card is taken from each box without looking into it . What is the probability of getting the sum as 18?

Numbers from 1 to 50 are written on slips of paper and put in a box A slip is to be drawn from it, but before doing so, one must make a guess about the number: either prime number or a multiple of five Which is the better guess? Why?

Numbers from 1 to 10 are written in small papers and placed in á box A paper is taken at random, without looking a) What is the probability of getting a prime number? b) Being an odd number