dolution

/in /by

dolution.

A sports club prepares to celebrate a possible 20th championship of its football team in the
junior league. The team has many supporters, and the management thinks they should be well-prepared
for the possibility and plan the number of high-end sweatshirts to procure from Italy. The unit cost of the
shirt to the club is 104 TL, and it will sell for 250 TL. Regular stores purchase any sweatshirt not sold by the
end of the short celebration period to 45 TL/piece.
As a result of several detailed analyses, the demand for sweatshirts in a championship is predicted to have
a normal distribution. The mean of demand is 175 (thousand) and a standard deviation of 40 (thousand)
units.
a) Determine cu (cost of underage) and co (cost of overage) values for the above problem.

dolution

 
"Looking for a Similar Assignment? Get Expert Help at an Amazing Discount!"

dolution

/in /by

dolution.

As we discussed last week, our next reflection question will be on Moral Development on Ethics as we revisit the Heinz Dilemma

Here is our Reflection Question below

The Heinz Dilemma…

A woman was near death from a special kind of cancer. There was one drug that the doctors thought might save her. It was a form of radium that a druggist in the same town had recently discovered. The drug was expensive to make, but the druggist was charging ten times what the drug cost him to produce. He paid $200.00 for the radium and charged $2,000.00 for a small dose of the drug. The sick woman’s husband, Heinz, went to everyone he knew to borrow the money, but he could only get together about $1,000.00 which was only half the cost. He told the druggist that his wife was dying and asked him to sell it cheaper or let him pay later. But the druggist said: “No, I discovered the drug and I’m going to make money from it.” So Heinz got desperate and broke into the man’s lab to steal the drug for his wife.

SHOULD HEINZ HAVE BROKEN INTO THE LAB TO STEAL THE DRUG FOR HIS WIFE? WHY OR WHY NOT?

dolution

 
"Looking for a Similar Assignment? Get Expert Help at an Amazing Discount!"

dolution

/in /by

dolution.

Which one of the following does not reflect a benefit of Functional organizations

a) Flexibility in using staff
b) experts can work on many projects
c) there is technological continuity regardless of member retention
d) Times are generally shorter to get a decision
e) None of the above

Owner involvement is highest during what project phase?
a. Construction
b. Engineering and design
C. Concept and feasibility
d. None of the above
e. A and B

A few benefits of the Sole Proprietorship are
a. Easy to start
b. Taxes are paid by the business only
C. Company profits are retained by the owner
d. Both A and B
e. Both A and C

What term describes the technique commonly used to minimize project risks with the right building approach to keep on track in the long term?
a. Threat of force
b. Payment method
C. Delivery method
d. A and B
e. None of the above

Contracts for projects are:
a. Engineering or construction documents
b. Must be fair and equitable
C. Interpreted by engineers or contractors
d. Legal documents interpreted by lawyers
e. None of the above

The types of delivery methods are
a. Define, Produce, Operate, Divestment
b. Design -build, Construction management, Bid-Design-Build
c. Design, Bid, and Construct
d. Design-Build, Design Bid Build, construction management
e. Conceptual, definition, bid, build, divested

Type of payment typically used by design-bid-build
a. Unit prices
b. Lump sum
C. Cost plus fixed fee with ceiling
d. Percent of construction

Division 1 is most closely described as:
a. Procurement and contracting requirements
b. Technical information
C. Contractual information
d. Drawings, ASTM methods, submittals

dolution

 
"Looking for a Similar Assignment? Get Expert Help at an Amazing Discount!"

dolution

/in /by

dolution.

Therese manages

a grocery warehouse that

encourages volume shopping

on the part of its

customers. Therese has

discovered that on any

given weekday, 70% of the

customer sales amount to

more than $100. That is, any given sale on such a day has a

probability of 0.70 of being for more than $100. (Actually,

the conditional probabilities throughout the day would

change slightly, depending on earlier sales, but this effect

would be negligible for the first several sales of the day, so we

can treat them as independent.)

Find the probability of each event in Exercises 59–62.

(Give answers to three decimal places.)

The first two sales on Wednesday are both for more

than $100.

The first three sales on Wednesday are all for more

than $100.

None of the first three sales on Wednesday is for more

than $100.

Exactly one of the first three sales on Wednesday is for

more than $100.

dolution

 
"Looking for a Similar Assignment? Get Expert Help at an Amazing Discount!"