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dimulka [17.4K]
3 years ago
10

When the required return is equal to the coupon rate, the bond value is▼equal togreater thanless thanthe par value. In contrast

in part a above, if the required return is less than the coupon rate, the bond will sell at a▼discountpremium
Business
1 answer:
-BARSIC- [3]3 years ago
3 0

1) Answer: When the required return is equal to the coupon rate, the bond value is equal to the par value,

2) if the required return is less than the coupon rate the bond will sell at a premium.

Explanation:

1) The reason for this that the required return is the market or investors required rate of return for a particular bond, when the required rate and coupon rate are equal it means that the investor is getting the return he wants in coupon payments, therefore the investor will be willing to buy the bond on par value, as he is getting his required return in the form of coupon payments.

2) When the required return is less than the coupon rate the investor is getting more in coupons than he required from the bond so the bonds price will be higher than par so that the return from the coupons become equal to the required rate of return. Thats why when a bonds required return is less than the coupon it sells on a premium.

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A company has revenue of $1000 in 2009. Our current estimate is that revenues will grow 25% per year. Our profit each year will
Dominik [7]

Answer:

85.3%

Explanation:

since profits = 20% of total revenue, so total revenue = $15,000 / 20% = $75,000

That means that total revenue must grow from $1,000 to $75,000 in just 7 years. We can use the future value formula to determine the growth rate:

future value = present value x (1 + r)ⁿ

$75,000 = $1,000 x (1 + r)⁷

(1 + r)⁷ = $75,000 / $1,000 = 75

⁷√(1 + r)⁷ = ⁷√75

1 + r = 1.853

r = 1.853 - 1 = 0.853 = 85.3%

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3 years ago
In a contract, what is consideration? A. Exchanging things of value B. Breaching the contract C. A business tort D. The minimum
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Exchanging things of value is what consideration is in a contract.
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You need a loan of ​$140,000 to buy a home. Calculate your monthly payments and total closing costs for each choice below. Bri
nadezda [96]

Answer:

  • Monthly Payment for Choice 1=$665.16
  • Monthly Payment for Choice 2=$627.10
  • Total Closing Cost for Choice 1=$241557.60
  • Total Closing Cost for Choice 2=$233456
  • (A)Choice 1 be the better choice the monthly payment is higher.
  • (D)Choice 2 be the better choice because the monthly payment is lower.

Explanation:

Amount of Loan needed = $140,000

  • A point is an optional fee which helps you get a lower interest rate on your loan.
  • Closing costs are the fees you pay when obtaining your loan.

<u>Choice 1</u>

30-year fixed rate at 4% with closing costs of $2100 and no points.

Monthly Payment

P=$140,000

Monthly Rate=4% ÷ 12=0.04 ÷ 12=0.0033

n=12 X 30 =360

=\dfrac{Pr(1+r)^n}{(1+r)^n-1}

=\dfrac{140000X0.0033(1+0.0033)^{360}}{(1+0.0033)^{360}-1}\\=\dfrac{462(1.0033)^{360}}{(1.0033)^{360}-1}\\=\$665.16

Monthly Payment=$665.16

Total Closing Cost =(665.16 X 360)+2100=$241557.60

<u>Choice 2</u>

30-year fixed rate at 3.5% with closing costs of $2100 and 4 points.

Monthly Payment

P=$140,000

Monthly Rate=3.5% ÷ 12=0.035 ÷ 12=0.0029

n=12 X 30 =360

=\dfrac{Pr(1+r)^n}{(1+r)^n-1}

=\dfrac{140000X0.0029(1+0.0029)^{360}}{(1+0.0029)^{360}-1}\\=\dfrac{406(1.0029)^{360}}{(1.0029)^{360}-1}\\=\$627.10

Monthly Payment=$627.10

Total Closing Cost =(627.10 X 360)+2100+(4% of 140000)=$233456

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