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uysha [10]
2 years ago
6

Moon lite cafe has a semiannual, 5 percent coupon bond with a current market price of $988.52. the bond has a par value of $1,00

0 and a yield to maturity of 5.68%. how many years is it until this bond matures?
Business
1 answer:
Ivenika [448]2 years ago
5 0
Mostly 18 years is it until the bond matures.Given; Semiannually, 5 percent coupon bond, market price = $988.52Solution; $988.52 = [(.05 / 2) × $1,000] × [(1 - {1 / [1 + (.0568 / 2)]t × 2}) / (.0568 / 2)] + $1,000 / [1 + (.0568 / 2)]t × 2; t = 3.6 semi-annual periods, or 1.8 years
The answer in this question is 18 years.
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Assets should be recorded at cost basis. To determine cost basis we should determine the price that the company paid for the asset. If the only record about the purchase transaction is the note payable, then we can assume that the amount specified in the note payable is the purchase cost of the asset. The cost basis doesn't include any type of interest, but since the note doesn't specify any interest, then we can assume that there is no interest charged.

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A consumer has ​$140 in monthly income to be spent on two goods Z and B. The price of good Z ​(Pz​) is ​$6.00. The Marginal Rate
romanna [79]

Answer:

3 and 46.67 units

Explanation:

The formula and the computations are shown below:

The price of good B is

= {The price of good Z (Pz)} ÷ {Marginal rate of transformation}

= {$6} ÷ {2}

= 3

Now the number of units to be purchased for all income used is

= (Monthly income spent on two goods) ÷ (price of good B)

= ($140) ÷ (3)

= 46.67 units

By applying the above formula we can find out the price of good B and the number of units purchased

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6 0
2 years ago
Polk Products is considering an investment project with the following cash flows:
Andrei [34K]

Answer:

b. 1.86 years

Explanation:

The computation of the project's discounted payback is shown below:-

Year   Cash Flows      Discounted CFs (at 10%)        Cumulative

 

                                                                                Discounted CFs

0        -$100,000           -$100,000                          -$100,000

1          $40,000              $36,363.64                       -$63,636.36

2          $90,000              $74,380.17                        $10,743.80

3          $30,000               $22,539.44                      $33,283.25

4          $60,000               $40,980.81                      $74,264.05

Discounted Payback Period = Years before full recovery +

(Uncovered Cost at start of the year ÷ Cash Flow during the year)

Now we will put the values into the formula

= 1 + ($63,636.36 ÷ $74,380.17)

= 1 + 0.86

= 1.86 years

6 0
2 years ago
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