Answer:
Hajj and Umrah packages which are not
Answer:
$44.12
Explanation:
For computing the current share price first we have to determine the price of the stock which is shown below:
Price of the stock = Next year dividend ÷ (Required rate of return - growth rate)
where,
Next year dividend equal to
= $12.25 + $12.25 × 5.25%
= $12.25 + 0.643125
= $12.893125
So, the price of the stock is
= $12.89 ÷ (13.25% - 5.25%)
= $12.89 ÷ 8%
= $161.1640625
Now the current share price is
= Present value of the dividend + present value of the price of stock
= $12.25 ÷ (1 + 13.25%)^11 + $161.1640625 ÷ (1 + 13.25%)^11
= $44.12
Answer and Explanation:
The computation is shown below:
The formula is
APR = P × {(EAR + 1 )^(1 ÷ P) - 1}
1. For semi annually
= 2 × (0.106 + 1)^(1 ÷ 2) - 1}
= 10.33%
2. For monthly
= 12 × (0.115 + 1)^(1 ÷ 12) - 1}
= 10.93%
3. For weekly
= 52 × (0.092 + 1)^(1 ÷ 52) - 1}
= 8.81%
4. For infinite
= 365 × (0.129 + 1)^(1 ÷ 365) - 1}
= 12.10%
A monopolistically competitive firm faces a downward sloping demand curve and so it is a price searcher.
The demand curve for monopolistically competitive firm will be considerably more elastic than the demand curve that a monopolist faces because the monopolistically competitive firm has a very less control over the price that it can charge for its output.
The firm's control over its price will largely depend on the degree to which its product is differentiated from competing firms' products.
The monopolistically competitive firm will be a price‐searcher rather than a price‐taker because it faces a downward‐sloping demand curve for its product.
To know more about monopolistically competitive firm here:
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Answer:
$54,000
Explanation:
The opportunity cost is that cost which can be given the benefit out of the given options. In another way, it would be select the best alternative option which gives you the best results or benefits.
In the given case, Allison earns $54,000 in her first year of employment and if she works with her father she earns an annual salary of $38,000. So, the opportunity cost, in this case, would be $54,000