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vitfil [10]
3 years ago
7

Corey notices a "backlash" against health food among people who eat out. He decides to open a restaurant that stresses "good hom

e cooking," heavy with gravies, breads, oils, etc. Corey has identified and is trying to capitalize on a/an __________ in the market environment.a. strength
b. weakness
c. threat
d. opportunity
Business
1 answer:
Llana [10]3 years ago
7 0

Answer:

<u>Opportunity</u>

Explanation:

Corey notices a "backlash" against health food among people who eat out. He decides to open a restaurant that stresses "good home cooking" heavy with gravies , bread , oils , etc. Corey has identified and is trying to capitalize on an opportunity in the market environment.

O<em>pportunities are external thin</em>g .<em> You have to look for them , it is not something which come to you by it own .Instead you have to work hard for </em>it.

You should have the full knowledge about the external environment . You should have the knowledge about the market about people and should know about the taste and preferences of the people.

There is always an opportunities you just need to identify it . Here <em>Corey identify the need and he have the means to fulfill that need which als</em>o <em>essential</em> . Only identifying the opportunities is not the only thing but also you have the means to fulfill them . After that you can gain benefits.

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charle [14.2K]

Answer:

no

Explanation:

3 0
3 years ago
Lindsay​ Electronics, a small manufacturer of electronic research​ equipment, has approximately 6 comma 800 items in its invento
Nitella [24]

Answer:

99 items

Explanation:

Total number of items = 6,800

The number of items per type is:

A= 6,800*0.08\\A=544\ items\\B= 6,800*0.34\\B=2,312\ items\\C= 6,800*0.58\\C=3,944\ items

The number of items of each type counted per day is:

n_A=\frac{544}{20}\\n_A=27.2\\n_B=\frac{2312}{59}\\n_B=39.2\\n_C=\frac{3944}{121} \\n_C= 32.6\\

The total number of items counted per day is:

n = n_A+n_B+n_C=27.2+39.2+32.6\\n=99\ items\ per\ day

6 0
3 years ago
Which of the following statements is true? (A) A test with a high cost may also be high value. (B) A test with a low cost is alw
Nata [24]

Answer:

A) A test with a high cost may also be of high value.

Explanation:

A test's cost add up to the time spent in preparing that test. S much time might have really been spent on it like researching, sitting, time spent, revaluation of the test, as well as other contributions made for the execution of that test. The value of the test can be evaluated to the resources spent for the test. When a test has a high cost, it may also have a high value depending on some variables relating to both the cost of the test as well as its value. Also, every individual's primary objective is usually cost minimization and profit maximization in every thing he does irrespective of type or structure.

3 0
3 years ago
As the financial consultant to a classic auto dealership, you estimate that the total value (in dollars) of its collection of 19
Sophie [7]

Answer:

The owner will maximize value if it waits 29th years Assuming 5% continuos inflation

Explanation:

the price formula for the future years is:

v = 301000 + 960 t^{2}

while it is adjusted for inflation at:

v \times e^{-0.05t}

so the complete formula for value is:

\frac{301000 + 960 t^{2}}{e^{0.05t}}

Now, we can derivate and obtain the roots

Getting at a root exist at the 29th year.

The owner will maximize value if it waits 29th years Assuming 5% continuos inflation

8 0
3 years ago
. There is an 80% probability that Tom will be in good health during the year and incur only $200 in medical expenses, but there
zaharov [31]

Answer:

The  Actuarially Fair Premium that Tom have to pay for hid Health Insurance is $4,160

Explanation:

To compute the amount that Tom have to pay for Health Insurance is;

Actuarially Fair Premium = (Probability of actuality ill × Payments incurred) + (Probability of not actuality ill × Payments incurred)

Actuarially Fair Premium = (20% x $20,000) + (80% x $200)

Actuarially Fair Premium = $4,000 + $160

Actuarially Fair Premium  = $4,160

5 0
3 years ago
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