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Hi;
What have you done to solve this problem? Do you have some work that I can see where you are going wrong? Do you know how to make a tree for the problem?
I don't know how to solve some problems and how to make a tree you are talking about.
Two coins are tossed. One is unbiased and the other one is biased with the occurrence of a head being twice as likely as the occurrence of a tail? What is the probability of observing at least 1 tail?
(A) 1/3
(B) 2/3
(C) 3/8
(D) None of these
I would be glad if someone would teach me how to solve such problem.
The terms of a particular sequence can be generated from its recurrence relation which is given as
with
Find the value of the following sum
(A) 1
(B) -1
(C) 0
(D) None of those
This question is not appearing properly in the post because some are in superscript and some are in subscript. If you want a clear version I can email screen shot.
Hope some would be able to help me also would be much grateful if someone can provide me with complete solution.
Regards,
Candy Man
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