Given: 1000 IC chips with 10 being defective
If 2 are selected at random without replacement
Let event A be that the 1st chip slection is defective
Let event B be that the 2nd chip is defective
Determine the probability of event B given that the 1st chip is NOT defective
(a) 0.01001
(b) 0.009009
(c) 0.0001
(d) 0.01000
Given: 1000 IC chips with 10 being defective
If 2 are selected at random without replacement
Let event A be that the 1st chip slection is defective
Let event B be that the 2nd chip is defective
Determine the probability of event B given that the 1st chip is NOT defective
(a) 0.01001
(b) 0.009009
(c) 0.0001
(d) 0.01000
Related textbook solutions
Related questions
You are given a fair die, i.e. the outcomes of any throw are contained in the sample space 
(a) Derive the joint pdf of X and Y. Provide this in the form of a table
Y=0 Y=1
| X=0 | ||
| X=1 |
b) What is the marginal probability distribution of Y?
(c) What is the conditional probability distribution of X, given that Y = 1?
(d) What is E (X|Y = 1)?
(e) What is Cov (X, Y )?
(f) Are X and Y independent random variables?
