PSQT - Cycle Test 1

Cycle Test - 1
PSQT

PART - A
1. Define Sample space and Event. Give one exmaple for each.
2. Define Probability. How to find the probability of an event.
3. Find the probability of throwing 7 with two dice.
4. List out the Axioms involved in Probability
5. Compare Dependent and Independent Events with suitable Example.
6. What is a formula to find the conditional probability and Theorem of total probability.
7. If A is the subset fo B, then P(A/B)>P(A)
8. What is a random variable and mention their types
9. State the addition law of probability
10. If from a pack of cards of a single card is drawn what is the probability that is either a spade or a king

PART - B
11. State and prove Baye's Theorem. Give your own experiment to perform the Baye's rule
12. If two dice are thrown, what is the probability that the sum is (i)greater than 8,(ii)neither 7 or 11
13. A bag contains 5 white and 3 black balls. Two balls are drawn at the random one after the other wthout replacemnet. Find the probability that both balls are drawn black.
14. State and Prove Conditional Probability with Example

Tags : cycle test, cycle test 1, 2012, probablility statistics and queuing theory, sem 4