A lot contains 50 defective and 50 non defective bulbs. Two bulbs are drawn at random, one at a time, with replacement. The events A, B, C are defined asA = (the first bulb is defective)B = (the second bulb is non – defective) C = (the two bulbs are both defective or both non defective)Determine whether(i) A, B, C are pair wise independent(ii) A, B, C are independent.
A lot contains 50 defective and 50 non defective bulbs. Two bulbs are drawn at random, one at a time, with replacement. The events A, B, C are defined as
A = (the first bulb is defective)
B = (the second bulb is non – defective)
C = (the two bulbs are both defective or both non defective)
Determine whether
(i) A, B, C are pair wise independent
(ii) A, B, C are independent.