Answer:
16.9 months
Explanation:
Recovery time = Refinancing cost / Monthly savings
= $2,500 / $148
= 16.9 months
Answer:
Formula field with a return type of currency.
Explanation:
Assuming the required return is 12 percent, the stock price today is $40.61.
Given:
Dividend=$2.58 per share
Increase in Dividend=20% and 15%
Number of year=2 years
Increase in Annual Dividend=3.6%
Required return=12%
P2=Stock price today
Now let calculate the stock price today
P2 = [$2.58(1+0.20)]/(1+.12) + [$2.58(1+.20)(1+.15)]/(1+.12)^2 + {[$2.58(1+.20)(1+.15)(1+.036)]/(0.12 − 0.036)}/(1+.12)^2
P2 = [$2.58(1.20)]/1.12 + [$2.58(1.20)(1.15)]/1.12^2 + {[$2.58(1.20)(1.15)(1.036)]/(0.12 − 0.036)}/1.12^2
P2=($3.096/1.12)+ ($3.5604/1.2544)+ [($3.68857/0.084)/1.2544]
P2=$2.7643+$2.838329+($43.91155/1.2544)
P2=$2.7643+$2.838329+$35.0060
P2=$40.61
Inconclusion assuming the required return is 12 percent, the stock price today is $40.61.
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Answer:
$2,058.33
Explanation:
bond's face value = $29,000
bond's market value = $21,700
interest rate = 10%
n = 6 x 2 coupons = 12
discount on bonds payable = $29,000 - $21,700 = $7,300
discount amortized per coupon payment = $7,300 / 12 = $608.33
total interest expense = ($29,000 x 10% x 1/2) + $608.33 = $1,450 + $608.33 = $2,058.33
the journal entry to record the coupon payment in June 30,2019:
Dr Interest expense 2,058.33
Cr Cash 1,450
Cr Discount on bonds payable 608.33
Answer and Explanation:
1. At 0fficial exchange rate:
100 * 0.5 = $50
what I want to buy would be purchased at $50
at market exchange rate:
0.25 x 100 = $25
products bought from this place are not a good deal as I am paying more than the market exchange rate.
2. at equilibrium exchange rate:
100 x 0.25% = $25
the price is $25
3. from answers 1 and 2, I will not want demand Stan's rupees. the products are costly to get.
4. Stan's currency is obviously overvalued. the people from this country now has increased purchasing power so they can purchase goods in dollars, therefore they would be supplying their currency.
5. They will have to buy up the surplus of rupees so that they can easily keep up with maintaining the rupee at half a dollar.