In a process for which we have to use discrete probabilities to describe...
In a process for which we have to use discrete probabilities to describe if an activity was carried out correctly or not, which of the following statements determines the defect probability of the entire process?
The product of the individual defect probabilities
The highest value of the individual defect probabilities
The smallest value of the individual defect probabilities
This really depends on the process, as it is possible that one process is more robust than the other
Solutions
Expert Solution
Correct option is :
This really depends on the process, as it is possible that one
process is more robust than the other
(since we do not know about the individual process relation with
each other how they are related with each other)
describe an example that uses discrete probabilities
or distributions. Provide an example that follows either the
binomial probabilities or any discrete probability distribution,
and explain why that example follows that distribution. In your
responses to other students, make up numbers for the example
provided by that other student, and ask a related probability
question. Then show the work (or describe the technology steps) and
solve that probability example.
When we work with probabilities, we always use the decimal form.
What's the decimal version of 15%? (Put a zero before the decimal
point.)
What about the decimal version of 0.3%? (Put a zero before the
decimal point.)
Suppose you roll a six-sided die and flip two coins. What is the
chance that the die will come up as a 5 or a 6 and you'll get two
tails?
Express your answer as a value between 0 and 1, rounded...
(Use Excel to calculate the probabilities.) A “4.5 Sigma” level
process is normally distributed, and its mean is centered at the
specification target. The lower and upper specifications are mapped
to +/- 4.5 standard deviations from the mean. If the process mean
shifts up by 1.5 standard deviations, what is the expected number
of defects per million opportunities? (Use Excel to calculate the
probabilities.) Thank You
Hybrid Additive manufacturing is a process in which we use
subtractive and additive processes together to produce a part.
Explain how this process can beat AM in terms of part quality.
Construct the discrete probability distribution for the random
variable described. Express the probabilities as simplified
fractions.
The number of heads in 5 tosses of a coin. Please answer in a
table to understand better.
2. The probabilities with which we choose one of three target
shooters are 0.2 for Angela, 0.5 for Brunhilde, and 0.3 for
Chelsea. The probabilities of each hitting a target from one shot
are 0.3 for Angela, 0.4 for Brunhilde, and 0.1 for Chelsea.
(a) The chosen shooter fires one shot and misses the target.
Find the probability that we have chosen Angela.
(b) Are the events that Angela was chosen and the target was
missed positively related, negatively related,...
Consider a birth-and-death process with three states 0, 1,2 for
which the steady state probabilities are P0, P1 and P2. The process
summarized as follows.
State
Birth Rate
Death Rate
0
3
-
1
5
8
2
0
5
-Construct rate diagram
-Develop balance equations and find P values
Offshoring is often seen as a process which can have a negative
impact on wages. Describe the phenomenon of offshoring and describe
the key features of a model which takes a different view of the
effect of offshoring on wages. In your answer, be sure to describe
the impact of globalization on wages within the model.
Prompt: Investment decision process – Investors use various
investment selection methods. We have concentrated on the top-down,
three-step approach and the bottom-up decision-making processes.
Discuss these approaches. Which do you believe provides better
results? Why?
Requirements: 500 words
Discuss the process we use to determine if we should sell a
product at the split off point or process it further?
Discuss the process we use to determine whether we should Keep
or drop a segment
How do we determine if we should accept or reject a special
order?