SOLUTION: Prove If {B（k) ,k= 1,2, ……,n } is a set of events such that n ∑P[B(k)] k=1 Then n P(∩B(K))＞0 k=1 (Where B（k) is expressed as k is the subscript of B

Algebra ->  Probability-and-statistics -> SOLUTION: Prove If {B（k) ,k= 1,2, ……,n } is a set of events such that n ∑P[B(k)] k=1 Then n P(∩B(K))＞0 k=1 (Where B（k) is expressed as k is the subscript of B      Log On


   

Question 1163644: Prove
If {B（k) ,k= 1,2, ……,n } is a set of events such that
n
∑P[B(k)]
k=1
Then
n
P(∩B(K))＞0
k=1
(Where B（k) is expressed as k is the subscript of B)
Answer by ikleyn(52908) About Me  (Show Source):
You can put this solution on YOUR website!
.

There is an error in your post, as it is worded, printed, posted and presented.

The error is that the condition " if " describing propery of events B(k), is interrupted and uncompleted.


Twice and thrice check with your source.

Then re-check and cross-check.