00:01
Hello, mr.
00:01
We have a question here and this is a theoretical question in which we need to write true and false whether the statement is true or false.
00:12
So here our first statement is part a is here if two events, let's say, if two events events are not mutually exclusive, then they may be either either dependent or independent and similarly we have its second statement which is two events are not dependent if two events are not dependent i'm sorry not independent then they may be either mutually exclusive or not excused or not mutually exclusive and our third is a statement and b both are then we have our next option d in which we have a and we both are so for this question as we know by the theory that if two events are taken here so two events are not mutually exclusive then they must be independent fine this is the right statement and here we will choose option d as both the statements are false in first statement, we have mutual exclusive, then they may be either dependent or independent, that is wrong.
03:14
And two events are not independent, then they may be either mutually exclusive or naturally not mutually exclusive.
03:24
This is also.
03:25
So our correct option for this question is option number d.
03:30
This will be the correct answer.
03:33
And for the next question, we have here into the question.
03:37
The statements are, first statement is for the second question, if two events are mutually exclusive, let's take a short notification to events, let's p -a and next is p -b.
03:55
They are mutually exclusive, then they are not dependent.
04:03
Then they are not dependent, not dependent...