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Question: 1. State a version of PIE for the probabilities of three events.
2. The Minbari have three castes (worker, religious, and warrior), and some Minbari enjoy eating the ceremonial food flarn whereas others do not. Translate the following questions into the language of random variables and conditional probability-no computations are desired.
(a) What is the probability that a Minbari is religious caste and likes to eat flarn?
(b) What is the probability that a religious-caste Minbari likes to eat flarn?
(c) If a Minbari is religious caste, what is the probability that s/he likes to eat flarn?
(d) If a Minbari likes to eat flarn, what is the probability that s/he is religious caste?
(e) What is the probability that a Minbari who likes to eat flarn is religious caste?
A mathematically inclined club is forming a recruitment committee with five members. They have calculated that there are 8,568 ways to form this committee.
For each function below find all critical points, x- and y- intercepts. Apply first and second derivative tests. Indicate the intervals over which the graph is increasing ii) decreasing iii) concave up iv) concave down.
Which part of the quadratic formula tells you whether the quadratic equation can be solved by factoring and why?
Each edge of the complete graph with 11 vertices is colored either red or blue. We then look at the graph consisting of all the red edges, and the graph consisting of all the blue edges. Prove that at least one of these two graphs is NOT planar..
1) State r and t for: rate is 8.25%; time is 10 months. 2) Compute the amount of interest: $940.50 at 6.5% from October 12, 2013 to April 24, 2014. 3) Determine the deposit that must be made to earn $44.44 (interest) in 225 days at 3.15%.
If a hospital patient is given 100 milligrams of medicine which leaves the bloodstream at 14% per hour, how many milligrams of medicine will remain in the system after 10 hours? Use the function A(t) = Iert.
what happens to the break-even level of output units?
In this exercise we will use Bayes' theorem to solve the Monty Hall puzzle Recall that in this puzzle you are asked to select one of three doors to open.
There are three pairs of socks of three different types A, B, and C in a drawer. The goal is to pair these socks. If socks are pulled out two at a time and put back if not matching, what is the maximum number of times repeating this process until ..
Do citizen journalists do this type of research? Do citizen journalists seek answer or do they seek to prove points of view? Give examples.
Transform the equation to standard form and find the center and radius of the circle:
The probability that federal income tax returns will have 0,1, or 2 errors is 0.53,0.15, and 0.32. if 10 randomly selected returns are audited
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