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Whitepunk [10]
3 years ago
5

Helena Fogarty, the CEO and founder of Mi Ola, states "You have to make decisions….Blowing it is waiting too long to have things

happen…Moving and making the decision is never wrong. You’re still moving." This is an example of what decision making concept?
A. Bounded rationality
B. Risky shift
C. Delphi technique
D. Nominal group technique
Business
1 answer:
ollegr [7]3 years ago
4 0

Answer:

The Answer is D: Nominal group technique

Explanation:

From the question, it is clear that the CEO of Mi Ola is encouraging everyone to bring up that idea they have in mind. She is encouraging everyone to make a decision as it is never wrong as long as you're moving. Bounded rationality talks about making rational decisions that will most likely satisfy personal needs. This does not seem to be the kind of statement made here. The statement is like a booster to everyone to come up with ideas, which bring us to the concept of nominal group technique. This technique encourages contributions from an entire team and encourages swift agreement on the relative significance of problems, issues, and solutions.

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here ya go this is the steps

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Read 2 more answers
Market equilibrium Consider the demand function of tofu given by Qd = 150 – 10p + 5pb and the supply function of tofu given by Q
ser-zykov [4K]

Answer:

a) Qs = 50 + 20p - 7ps

= 50 + 20p - 7×(2)

= 50 + 20p - 14

= 36 + 20p

At equilibrium, Q_{d} = Q_{s}

So, 150 - 10p + 5p_{b} = 36 + 20p

So, 20p + 10p = 30p

= 150 - 36 + 5p_{b}

= 114 + 5p_{b}

So, p = (114/30) + (5/30)p_{b}

= 3.8 + 0.17p_{b}

Thus, p_{e} = 3.8 + 0.17p_{b}

Q = 36 + 20p

= 36 + 20(3.8 + 0.17p_{b})

= 36 + 76 + 3.4p_{b}

= 112 + 3.4p_{b}

Thus, Q_{e} = 112 + 3.4p_{b}

b) p_{e} = 3.8 + 0.17p_{b}

= 3.8 + 0.17×(5)

= 3.8 + .85

= 4.65

Q_{e} = 112 + 3.4_{b}

= 112 + 3.4(5)

= 112 + 17

= 129

c) Qd = 150 - 10p + 5pb = 150 - 10(2.5) + 5(5) = 150 - 25 + 25 = 150

Qs = 36 + 20p = 36 + 20(2.5) = 36 + 50 = 86

Thus, there is excess demand as Q_{d} > Q_{s}

d) New Q_{d}= 180 - 10p + 5p_{b}

= 180 - 10p + 5×(5)

= 180 - 10p + 25

= 205 - 10p

Now, new Q_{d} = Q_{s} gives,

205 - 10p = 36 + 20p

So, 20p + 10p = 205 - 36

So, 30p = 169

So, p = 169÷30

So, p_{e} = 5.63

Q = 205 - 10p = 205 - 10×(5.63) = 205 - 56.3 = 148.7

So, Q_{e} = 148.7

6 0
3 years ago
Refer to the scenario below to answer the following question(s). Giant Beanstalks is a company based in Maryland that processes
creativ13 [48]

Answer:

Exclusive distribution

Explanation:

Exclusive distribution is defined as an agreement between a producer and retailer that gives the exclusive right to a retailer to distribute the products of a supplier within a given geographical location. Only one distributor is used by the supplier within a given area.

In the secanrio given Giant Beanstalk a company that processes and cans vegetables, recieves raw materials from over 80 companies. It only gives distribution rights to Greenleaf a grocery chain with 38 stores in the country.

5 0
4 years ago
You have decided to buy a used car. The dealer has offered you two options: (FV of S1, PV of $1, FVA of $1, and PVA of $1) (Use
Pachacha [2.7K]

Answer:

1-a.

in order to determine the present value of option a we can look for the PVIFA (annuity factor) for 24% / 12 = 2% monthly rate and 25 payments.

PVIFA = 19.523

Present value of the 25 payments = $540 x 19.523 = $10,542.42

+

Present value of final payment = $10,000 / (1 + 24%)²⁵/¹² = $6,388.10

PV = $16,930.52

Present value of option b = $16,638

1-b.

  • b. option b (lower present value)
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2 years ago
Steven's Battery Company has two service departments, Maintenance and Personnel. Maintenance Department costs of $320,000 are al
inna [77]

Answer:

From maintenance to department B will be allocated 85,333 dollars

Explanation:

We distribute maintenance over personnel and operating and then,

we distributed the accumulated in personnel over the operating department:

\left[\begin{array}{cccccc}&Maintenance&Personnel&Dep A&Deb B\\$maintenance-hours&&800&960&640\\$employes&&&160&480\\$Direct \: Cost&320,000&80,000&160,000&240,000\\$Allocate A&-320,000&106,667&128,000&85,333\\$Subtotal&&186,667&288,000&325,333\\$Allocate J&&-186,667&46,667&140,000\\$Total&&&334,667&465,333\\\end{array}\right]

<em><u>For the given question it would be:</u></em>

total maintenance-hours: 800  + 960 + 640 = 2,400

<u>allocation of maintenance:</u>

320,000 x   640/2400 = 85,333

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3 years ago
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