Answer:
The description is for Colombia.
Explanation:
In Colombia and any Latin American country, the business creation process is usually more complicated due to the different types of legal procedures that must be carried out, which often ends up increasing informality levels. In the United States, the process is usually easier, since it takes no more than three days and can be done electronically. In Colombia, for example, a different procedure must be carried out for each national or territorial body (local and national taxes), commercial constitution, among other procedures that take approximately one month to complete. In addition, many of these obligations require the advice of a certified accountant who is the most suitable professional to carry out this procedure.
Answer:
$1,102,820
Explanation:
The computation of the net present value is shown below:
= Present value of yearly cash inflows - initial investment
where,
Present value of yearly cash inflows is
= Annual year cash inflows × PVIFA factor
= $300,000 × 2.9906
= $897,180
And, the initial investment is
= $1,500,000 + $500,000
= $2,000,000
So the net present value is
= $897,180 - $2,000,000
= $1,102,820
Answer:
coupon interest rate that the company must set on the bonds in order to sell the bonds-with-warrants at par is 8.25%.
Explanation:
warrant per share = 2*75 = $150
price of the bond = 1000 - 150 - (1000/(1.05^40))
= $707.9543177
coupon*(1 -(1/(1.05^40)))/0.05 = 707.9543177
coupon*17.15908635 = 707.9543177
coupon = 41.25827583
coupon rate = 8.25%
Therefore, coupon interest rate that the company must set on the bonds in order to sell the bonds-with-warrants at par is 8.25%.
Answer:
Bond price= $1,210.4
Explanation:
Giving the following information:
Coupon rate= 0.079/2= 0.0395
YTM= 0.056/2= 0.028
Face value= $1,000
n= 13*2= 26
<u>To calculate the price of the bond, we need to use the following formula:</u>
Bond Price= cupon*{[1 - (1+i)^-n] / i} + [face value/(1+i)^n]
Bond price= 39.5*{[1 - (1.028^-26)]/0.028} + [1,000 / 1.028^26]
Bond price= 722.67 + 487.73
Bond price= $1,210.4
Answer:
5.75%
Explanation:
The computation of the yield on a bond with three years to maturity is shown below:
Given that
Yield on a one-year bond is 3%
The expected yield on one-year bonds for the next two years is 5% and 4%
And, the liquidity premium is 1.75%
So, the yield on a bond with three years to maturity is
= (3% + 5% + 4%) ÷ 3 years + 1.75%
= 4% + 1.75%
= 5.75%