Who is the murderer, A murder is committed. The perpetrator

Who is the murderer

Assignment Help Basic Statistics

Reference no: EM131834821

Who is the murderer? (§8.2)

A murder is committed. The perpetrator is either one or the other of the two persons X and Y. Both persons are on the run from authorities, and after an initial investigation, both fugitives appear equally likely to be the perpetrator. Further investigation reveals that the actual perpetrator has blood type A. Ten percent of the population belongs to the group having this blood type. Additional inquiry reveals that person X has blood type A, but offers no information concerning the blood type of person Y . What is your guess for the probability that person X is the perpetrator?

Reference no: EM131834821

Questions Cloud

Describe a nonrecursive method for evaluating a binary tree : Describe a nonrecursive method for evaluating a binary tree representing an arithmetic expression.

A lotto problem : In each drawing of Lotto 6/45, six distinct numbers are drawn from the numbers 1,..., 45. In an analysis of 30 such lotto drawings, it was apparent

Design a fast method for determining for the lca : Design a fast method for determining p(u) for the lowest common ancestor (LCA), u, of two nodes v and w in T, given p(v) and p(w).

Hitting the jackpot : Is the probability of hitting the jackpot (getting all six numbers right) in a 6/45 Lottery greater or lesser than the probability of throwing heads only in 22

Who is the murderer : A murder is committed. The perpetrator is either one or the other of the two persons X and Y. Both persons are on the run from authorities

Describe an efficient algorithm for finding diameter of t : Let T be a binary tree with n nodes. Describe an efficient algorithm for finding the diameter of T. What is the running time of your algorithm?

What practices that smes need to employ to enhance : What is the relationship between the extent of strategic planning employed by organisations and the impact on the organisational performances?

Compute what is the running time of your algorithm : Let T be a tree with n nodes. Define the lowest common ancestor (LCA) between two nodes v and w as the lowest node. What is the running time of your algorithm?

Modify the rls algorithm so that the coefficients : Modify the RLS algorithm so that the coefficients w(k) satisfy the linear phase constraint, w(k) = w(p - k). For example, with a five-coefficient filter

User Account

All Pages