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olga55 [171]
3 years ago
10

Without authorization, Brady uses the trademark of Ciera Coffee Company to promote cheap, flavorless candy, which is not similar

to Ciera's products but diminishes the quality of the coffee company's mark. This is:________.
a. cybersquatting.
b. typosquatting.
c. trademark infringement.
d. trademark dilution.
Business
1 answer:
Tresset [83]3 years ago
4 0

Answer:

d. trademark dilution.

Explanation:

-Cybersquatting. is when someone registers a domain with the name of an organization or brand to sell it for a higher price.

-Typosquatting is when someone creates a website with a similar name of a well-known site so people will go to their website when they make a mistake writing the address.

-Trademark infringement is when someone uses a trademark on a similar product without permission from the owner and this can cause confusion to the customers.

-Trademark dilution is a concept that allows the owner to forbid someone from using their brand on a similar product if it can negatively affect the perception people have.

According to this, the answer is trademark dilution because Brady's use of the trademark have a negative impact on the perception people have about the brand.

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Jack corp. Has a profit margin of 5.1 percent, total asset turnover of 2.3, and roe of 19.64 percent. What is this firm's debt-e
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Answer: Jack Corp's D/E ratio is 0.67.

We follow these steps to arrive at the answer:

We begin with the DuPont Identity for Return on Equity (RoE)

RoE = Net Profit Margin * Asset turnover Ratio * Equity Multiplier

Substituting the values from the question in the DuPont identity we get,

0.1964 = 0.051 * 2.3 * Equity Multiplier

Equity Multiplier = \frac{0.1964}{0.051*2.3}

Equity Multiplier = 1.674339301


Equity Multiplier = \frac{Total Assets }{Equity}

So,

\frac{1}{Equity multiplier} =\frac{Equity}{Total Assets}

Substituting the value of equity multiplier in the formula above we get,

\frac{Equity}{Total Assets} = 0.597250509

Now,

\frac{Equity}{Total Assets} + \frac{Debt}{Total Assets} =1

So,

\frac{Debt }{Total Assets} = 1 - \frac{Equity}{Total Assets}

\frac{Debt }{Total Assets} = 1 - 0.597250509


\frac{Debt }{Total Assets} = 0.402749491


Now that we have the proportions of debt and equity to total assets, we can  find the Debt Equity (D/E) ratio as follows:

\frac{D}{E} = \frac{\frac{Debt}{Total Assets}}{\frac{Equity}{Total Assets}}

Substituting the values we get,

\frac{D}{E} = \frac{0.402749491
}{0.597250509
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\frac{D}{E} = 0.674339301


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