Example #5: The experiment is to draw one number from the numbers 1 through 10. List all outcomes for the following events: Event Draw an even number Draw an odd number Draw a prime number Draw a multiple of 4 Draw a multiple of 7 Draw a number that is greater than 12 Draw a natural number that is less than 11 Outcomes Number Probability of outcomes Example #6: (Use the result of Example 2). A family has three children. List all outcomes for the following events: Event Exactly 2 girls At least 2 girls Less than 2 boys More than 2 boys Outcomes Number of Probability outcomes Classical probability Classical probability assumes that all outcomes in the sample space are equally likely to occur. Formula for Classical Probability The probability of any event E is Number of outcomes in E Total number of outcomes in the sample space n(E) This probability is denoted by P(E)=- n(S)