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Likurg_2 [28]
4 years ago
8

The following exercise will help you identify how business owners function within the different stages of retailing. The wheel o

f retailing describes how new forms of retail outlets enter the market. Usually, they enter as low-status, low- margin stores such as a drive-in hamburger stand with no indoor seating and a limited menu. Gradually, these outlets add fixtures and more embellishments to their stores (in-store seating, plants, and chicken sandwiches, as well as hamburgers) to increase the attractiveness for customers. With these additions, prices and status rise. As time passes, these outlets add still more services and their prices and status increase even further. These retail outlets now face some new form of retail outlet that again appears as a low-status, low-margin operator and the wheel of retailing to as the cycle starts to repeat itself.
As defined by the Wheel of Retailing, rank the following items in their positions on the wheel as time passes.
a) Rank the options below. Haute Mexican-To serve the customers seeking a fine dining experience, Maria opens an upscale, stand-alone, expensive restaurant serving haute cuisine.
b) Joe's Burrito Box-Recognizing an opportunity to sell low-price, no-frills lunches, Joe's Burrito Box sells boxed burrito lunches out of a mobile cart on Main Street.
c) Maria's Taco Stand-First to introduce Mexican food to the market, Maria opens a no-frills taco stand offering budget meals.
d) Maria's Mexican Restaurant-As Maria's Mexican food grows in popularity, Maria opens a restaurant in the local mall. The restaurant offers a wider menu, sit-down dining, and higher prices.
Business
1 answer:
ra1l [238]4 years ago
7 0

Answer:

a) Haute Mexican-To serve the customers seeking a fine dining experience, Maria opens an upscale, stand-alone, expensive restaurant serving haute cuisine.  STAGE 3 - MATURITY PHASE (STRONGLY ESTABLISHED, HIGH PRICE)

b) Joe's Burrito Box-Recognizing an opportunity to sell low-price, no-frills lunches, Joe's Burrito Box sells boxed burrito lunches out of a mobile cart on Main Street.  STAGE 1 - ENTRY PHASE (PENETRATIVE WITH LOW MARGINS)

c) Maria's Taco Stand-First to introduce Mexican food to the market, Maria opens a no-frills taco stand offering budget meals.  STAGE 1 - ENTRY PHASE (PENETRATIVE WITH LOW MARGINS)

d) Maria's Mexican Restaurant-As Maria's Mexican food grows in popularity, Maria opens a restaurant in the local mall. The restaurant offers a wider menu, sit-down dining, and higher prices. STAGE 2 - GROWTH PHASE (SOMEWHAT ESTABLISHED, HIGHER MARGINS)

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Answer: six sigma; eliminate waste.

Explanation:

Here's the remainder of the question:

This scenario is an example of [budget review, Six Sigma, Total quality managment], a principle that is most likely being implemented to[eliminate waste,foster teamwork,exceed customer expectations].

The scenario discussed in the question is an example of six sigma. Six Sigma refers to a data driven method that is used in detecting defects and eliminating wastes. It helps organizations improve their business processes capability which is vital in the improvement of performance and the reduction in defects.

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Answer:

Total= $19.56

Explanation:

Giving the following information:

The basic direct labor rate is $12.00 per hour. Payroll taxes are 13% of the basic direct labor rate, while fringe benefits such as vacation and health care insurance, are $6.00 per hour.

<u>The direct labor standard rate per hour is calculated using the direct labor rate, the taxes and fringe benefits.</u>

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Immediately after graduating you bought a car with a bank loan of $20,000. The term of the loan is 5 years with monthly payments
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Answer:

Explanation:

Principal borrowed =$20,000

Loan year=5years

Monthly interest =12%

We need to find the amount after 12years

Compound interest is give as

Using compound interest formula

A=P(1+r/n)^nt

Where,

P = principal amount = $20,000

r = annual rate of interest =12%=0.12

t = number of years the amount invested =5years

A = amount of money accumulated after n years, including interest.

n = number of times the interest is compounded per year=12months

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A=P(1+r/n)^nt

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