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A memory chip is produced by two di erent manufacturers. It is known that a chip produced

by manufacturer one is faulty with probability 0:11, while a chip produced by manufacturer

two is faulty with probability 0:17. We also know that manufacturer one supplies 30% of the

chips, while manufacturer two supplies 70% of the chips used by a car company.


(i) What is the probability that given a chip was made by manufacturer two, it is not faulty?

(ii) What is the probability that a chip is not faulty?

What is the probability that given a chip is faulty that it was produced by manufacturer

one?


statistics and probability questions and answers /...

Question: Sara downloaded a game on her phone. The objective of this game is to face obstacles with the hel...

Sara downloaded a game on her phone. The objective of this game is to face obstacles with the help of characters which can be of three types: "Earth", "Air" or "Fire".

At the start of each game, Sara randomly obtains the character of one of the three types and may, during the game



On average, 3 traffic accidents per month intersection. What is the probability that in any given month at this intersection between 3 and 4 accidents occur?
4. Each member of a group of n players rolls a die.
(a) For any pair of players who throw the same number, the group scores 1 point.
Find the mean and variance of the total score of the group.
(b) Find the mean and variance of the total score if any pair of players who throw
the same number scores that number.
5. Every package of some intrinsically dull commodity includes a small and exciting plastic
object. There are k different types of object, and each package is equally likely to
contain any given type. You buy one package each day.
(a) Find the mean number of days which elapse between the acquisitions of the n
th
new type of object and the (n + 1)th new type.
(b) Find the mean number of days which elapse before you have a full set of k objects.
Given P(K) = 0.45, P(L ) = 0.27, and P(K L) = 0.13. Draw a Venn diagram, fill in the probabilities, and determine the following:

iii: P (K' union L')
In a random sample of 1000 observations we found that the probability of success to be 48%. The 95% confidence interval for the population proportion is

A.
(0.5 , 0.95)



B.
(0.449 , 0.511)



C.
(0.944 , 0.151)



D.
(0.480 , 0.501)
A coin is flipped until 3 heads in succession occur. List only these elemnt of the sample space that require 6 or less tosses is this a discrete sample space explain?
The following data set has a mean of 14,7 and a variance of 10,01. 18,11,12,a,16,11,19,14,b,13
Compute the value of a and b.
n a study of the domestic market share of three major automobile manufacturers A, B and C in a certain country, it was found out that of the customers who bought a car manufactured by A, 75% would again buy a car manufactured by A, 15% would buy a car manufactured by B and the rest would buy a car manufactured by C. Of the customers who bought a car manufactured by B, 90% would again buy a car manufactured by B, 5% would buy a car manufactured by A and the rest would buy a car manufactured by C. Of the customers who bought a car manufactured by C, 85% would again buy a car manufactured by C, 5% would buy a car manufactured by A and the rest would buy a car manufactured by B.
Required
The long run market share of the manufacturers (14 Marks)
What is a hypothesis?
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