Q1) As the sun should rise tomorrow, then probability of sun rising tomorrow is 

a) Much larger than one 

b) Zero 

c) Infinity 

d) Any value over 100 

e) None of the above answers is correct 

Q2) Bayes' theorem is used to compute 

a) The prior probabilities 

b) Union of events 

c) Both a and b 

d) Posterior probabilities 

e) None of the above answers is correct

Q3) Probability of two mutually exclusive events intersecting 

a) Can be any value between 0 to 1 

b) Must always be equal to 1 

c) Must always be equal to 0 

d) Can be any positive value 

e) None of the above answers is correct 

Q4) Two events, A and B, are mutually exclusive and each have nonzero probability. Now suppose event A is known to happen, probability of occurrence of event B would be: 

a) One 

b) Any positive value 

c) Zero 

d) Any value between 0 to 1. 

e) None of the above answers is correct.