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RideAnS [48]
3 years ago
13

When friends of Brian Richardson went to the carnival, they always wanted to take him with them because Richardson had an uncann

y ability to win almost every arcade game he played. Usually by the end of the evening his friends were also winning because Richardson did not mind sharing his secrets. His friends urged him to write a book. After several attempts, Richardson created The Secrets of Amusement Park Games-Revealed. In the 85-page book, Richardson reduces the art of playing arcade games to a science. According to him, the trick is to realize each game is not a game of chance. Richardson's mini-book is available at Amazon for $5.95.
Refer to the scenario Since, with the use of Richardson's book, most people dan win arcade games and carry home as many stuffed animals as their arms can hold, what would carnival operators hope for?

a. a slow diffusion of the book
b. the book's purchase and promotion
c. a rapid diffusion of the book
d. intensive distribution and promotion
Business
1 answer:
MAXImum [283]3 years ago
3 0

Answer:

Option A, slow diffusion of the book.

Explanation:

The book contains the secret or tricks to win the game so as many as people will get the book the population of people who can win the game will increase. However, the winning of people in the game is the loss of a carnival operator because he has to give more winning amount. Therefore, the book will increase the winning probability of people so carnival operators will hope its slow diffusion so that people do not get to know the winning techniques.

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Simon recently received a credit card with an 18% nominal interest rate. With the card, he purchased an Amazon Kindle for $350.
aniked [119]

Answer:

A.50 months

B.12.92 months

C.$112.38

Explanation:

a). Using this formula

PV of Annuity = Monthly Payment * [{1 - (1 + r)-n} / r]

Where,

PV of Annuity =$350

Monthly Payment =$10

r=(0.18/12)

Let plug in the formula

$350 = $10 * [{1 - (1 + 0.18/12)-n} / (0.18/12)]

$350 / $10 = {1 - (1.015)-n} / 0.015

35 * 0.015 = 1 - (1.015)-n

(1.015)-n = 1 - 0.525

-n[log(1.015)] = log(0.475)

-n[0.0149] = -0.7444

n = -0.7444 / -0.0149

n= 50 months

b). Using this formula

PV of Annuity = Monthly Payment * [{1 - (1 + r)-n} / r]

Where,

PV of Annuity =$350

Monthly Payment =$30

r=(0.18/12)

Let plug in the formula

$350 = $30 * [{1 - (1 + 0.18/12)-n} / (0.18/12)]

$350 / $30 = {1 - (1.015)-n} / 0.015

11.67 * 0.015 = 1 - (1.015)-n

(1.015)-n = 1 - 0.175

-n[log(1.015)] = log(0.825)

-n[0.0149] = -0.1924

n = -0.1924 / -0.0149 =

n=12.92 months

c). Calculation for the Total Amount Paid under $10-a-month plan

Using this formula

Total Amount Paid under $10-a-month plan = No. of Payments * Monthly Payment

Where,

No.of Payments =50

Monthly Payment=10

Let plug in the formula

Total Amount Paid under $10-a-month plan= 50 * $10 = $500

Calculation for the Total Amount Paid under $30-a-month plan

Using this formula

Total Amount Paid under $30-a-month plan = No. of Payments * Monthly Payment

Where,

No. of Payments =12.92

Monthly Payment=$30

Let plug in the formula

Total Amount Paid under $30-a-month plan= 12.92 * $30 = $387.62

Hence,

Total Amount Paid under $10-a-month plan -Total Amount Paid under $30-a-month plan

= $500 - $387.62

= $112.38

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Answer:...

Explanation:

Stine Corp.'s trial balance reflected the following account balances at December 31, 2014:

Accounts receivable (net) $19,000

Trading securities 6,000

Accumulated depreciation on equipment and furniture 15,000

Cash 16,000

Inventory 30,000

Equipment 25,000

Patent 4,000

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Answer:

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Other utilities $860 per year

Insurance $170 per year

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Insurance per year

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The annual cost will be

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