Social media offer a way for brands to invite consumers to engage and interact while they develop shareable content.
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What is a Brand?</h3>
A brand is an intangible marketing concept that helps people identify a company, product, or individual. People often confuse brands with things like slogans, or other recognizable marks, which are marketing tools that help promote goods and services.
Thus, Social Media plays a vital role in encouraging a brand, and through social media, brands can seed many forms of content in social communities as they try to boost engagement and sharing.
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In competitive market equilibrium, the allocation of the social surplus is such that no individual can be made better off without making someone else worse off.
The phrase "competition equilibrium" refers to an equilibrium condition when the firm's goal of maximising profits and the customers' goal of maximising utility both aspire to reach an equilibrium price as a result of freely determined prices.
According to the theory of competitive equilibrium, the firm's supply of the product is equal to the market's demand for that same amount of the product. It is a circumstance in which neither the buyer nor the seller can strengthen their bargaining position with regard to the goods being sold.
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Answer:
100
Explanation:
1000 expensives of the more u do in the book
Answer:
a)
Cost of debt (after tax) = 5.4%
Cost of preferred stock (
) = 10.53%
Cost of common stock (
) = 16.18%
b)
WACC = 14%
c)
project 1 and project 2
Explanation:
Given that:
Debt rate (
) = 9% = 0.09
Tax rate (T) = 40% = 0.4
Dividend per share (
) = $6
Price per share (
) = $57
Common stock price (
)= $39
Expected dividend (
) = $4.75
Growth rate (g) = 4% = 0.04
The target capital structure consists of 75% common stock (
), 15% debt (
), and 10% preferred stock (
)
a)
Cost of debt (after tax) =`
Cost of debt (after tax) = 5.4%
Cost of preferred stock () = 
= 10.53%
= 10.53%
Cost of common stock () = 
= 16.18%
b)
WACC = 14%
c) Only projects with expected returns that exceed WACC will be accepted. Therefore only project 1 and project 2 would be accepted
Answer:
transferred-out 135,000
Explanation:
We solve using the following identity:
beginning WIP + cost added during the period:
total cost to be accounted for.
Then this value can be either ransferred-out r remain at the ending WIP
so we construct as follows:
beginning 0
added 180,000
Total cost 180,000
ending <u> (45,000) </u>
transferred-out 135,000
