Answer:
$12.50
Explanation:
Data provided in the question
Annual dividend next year = $0.75
Growth rate = 4%
Required rate of return = 10%
So by considering the above information, the price of the share is
= Next year dividend ÷ (Required rate of return - growth rate)
= $0.75 ÷ (10% - 4%)
= ($0.75) ÷ (6%)
= $12.50
Hence we considered all the information which is given in the question
Problem:
Buy extended warranty for $950 laptop or not?
Alternative:
1) Buy extended warranty
2) Not buy extended warranty
Criteria:
Practical and cost saving in the long-run
Evaluate Alternatives:
1) <span>Buy extended warranty </span>
con:<span> pay additional $99. </span>
pro: <span>5 year warranty coverage. </span>
pro: repairs may be done at a local store
2) Not buy extended warranty
pro&con: laptop comes with one-year limited warrant
pro: no additional payment
con: repairs will be done by manufacturer
<span> con: repair costs range from $50 to $450
</span>
Decision:
BUY EXTENDED WARRANTY
Answer:
A. 1/3 computers
B. 0.6 computers
Explanation:
A. The opportunity cost incurred by the US to make cars is the number of computers it would have to give up to make a car.
The US can either make 12 cars or 4 computers. For every car made therefore the US forgoes;
= 4/12
= 1/3 computers.
B. The same logic applies to Japan. They can either make 10 cars or 6 computers.
Their opportunity cost for cars is therefore;
= 6/10
= 0.6 computers
Answer:
$15.64
Explanation:
first we must determine the market value of the bond without the warrants:
PV of face value = $1,000 / (1 + 3.5%)⁵⁰ = $179.05
PV of coupon payments = $25 x 23.45562 (PV annuity factor, 3.5%, 50 periods) = $586.39
market value = $765.44
the market value of the 15 warrants = $1,000 - $765.44 = $234.56
market value per warrant = $234.56 / 15 = $15.64
Answer:
The EFF of card is 27.45%.
Explanation:
EFF interest rate is an interest rate which is actually paid or received on debt or investment. It is also known as Effective Interest rate.
APR = 24.50%
EFF = ( ( 1 + r/m )^m ) - 1
EFF = ( ( 1 + 0.245/12 )^12 ) - 1
EFF = ( ( 1 + 0.020417 )^12 ) - 1
EFF = ( ( 1.020417 )^12 ) - 1
EFF = 1.27447765 - 1
EFF = 0.2745
EFF = 27.45%
