In: Statistics and Probability

Define the flowing terms: 1. Wear-out defects 2. Success 3. Binomial distribution 4. Failure analysis 5. Probability of survival 6. Reliability 7. System vs component reliability

1. Wear-out defects is defined as the defects observed during the wear - out phas which is characterized by an increasing failure rate that are caused by the wear and tear of the product over time.

2. Success is defined as the expected outcome of a binomial distribution, the other only outcome being failure.

3. Binomial Distribution is defined as the discrete probability distribution of the successful outcomes in a given number of trials, in each of which there is the same probability of succss.

4. Failure Analysis is defined as the process of collecting and analysing the necessary data in order to dtermine the cause of a failure with the goal of determining the corrective actions.

5. Probability of survival is defined as the proportion of units that survive beyond the specified time.

6. Reliability is defined as the degree to which the results of a measurement calculation can be depended on to be accurate.

7. System reliability is defined as the probability that the overall system containing several components performs correctly during a specified time duration.

Component reliability is defined as the probability that the particuler component of the sysyem performs correctly during a specified time duration.

Assume that a procedure yields a binomial distribution with 4
trials and a probability of success of 0.60 Use a binomial
probability table to find the probability that the number of
successes is exactly 4.
The probability that the number of successes is exactly 4 is
nothing.

DEFINE THE TERMS
1. Nationalism
2. Age of Nationalism
3. Populism
4. 30 Years War
5. Decolonization
6. Iroquois Confederacy
7. Supply-side economics
8. Demand-side economics
9. Hegemony
10. Cold War
11. Military Industrial Complex
12. Falklands War

Define the terms. Please type the answer.
1.) lymphadenopathy
2.) polymorphonucleocytes
3.) leukopenia
4.) anemia
5.) thrombocytopenia
6.) immunodeficiency
7.) retrovirus
8.) protease inhibitors

Define the following terms:
1. Philosophy
2. Metaphysics
3. Epistemology
4. Logic
5. Ethics
6. Political Philosophy
7. Argument
8. Fallacy
9. Socratic Method
10. Platonic forms
11. Aristotle’s Prime Mover
12. Key assumption of the modern period
13. Dualism
14. Materialism
15. Idealism

Define the following terms:
1. Adduct
2. Apatite
3. Barrett’s esophagus
4. Bleb
5. Cachexia
6. Café au lait spots
7. Cell cycle clock
8. Chimerization
9. Complete carcinogen
10. Concatemer
11. Debulk
12. Dedifferentiation
13. Encapsidation
14. Ex vivo
15. Half-life

Define the following terms:
1. Skepticism
2. Rationalism
3. Empiricism
4. Pantheism
5. Pragmaticism
6. Copernican revolution in
philosophy
7. Existentialism
8. Problem of evil
9. Transcendental realm
10. Descartes substance dualism
11. Philosophy of mind
12. Turning test
13. Chinese room
14. Hume’s view of causation

1. Find the probabilities f(0), f(1), f(2), f(3), and f(4) of a
binomial distribution. Keep 4 decimal places in your answer. Use
n=4 and p=0.15. 2. Keep 4 decimal places in your answer. About 75%
of dog owners buy holiday presents for their dogs. Suppose n=4 dog
owners are randomly selected.
2. Find the probability that
a. at least one buys their dog holiday presents
b. three or more buy their dog holiday presents
c. at most three buy their...

Define the terms and give examples for each:
1.Economics
2.GDP
3.Short term
4. Aggregate
5.Business Cycle
Thank you!!

This question relates to Topic 4 and LO’s 1, 2, 3, 5, 6
a. In terms of share investment define what beta (β) represents.
[2.5 marks]
b. According to au.finance.yahoo.com, APT has a beta of 1.88. What
does this mean? [2.5
marks]
c. In terms of riskiness how would you compare APT’s beta to the
market? [2.5 marks]
d. Calculate the expected returns for APT using the Capital Asset
Pricing Model (CAPM)
and the following yields. [5 marks]
• The...

1) Define the sets X ={ 1, 2, 3} and Y = {4, 5, 6}. Now, define
the relation R from X to Y by xRy if and only if x − y is even.
Find all of the elements in R.
2) Define the relation R on ℤ by mRn if and only if 2|(m − n).
Show that R is an equivalence relation.

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