Answer:
The price of the stock is expected to be $188.16 in 1 year.
Explanation:
This can be determined as follows:
Current price of the stock = Expected next dividend / Expected return = $24.87 / 15.2% = $163.62
Expected stock price in 1 year = Current price of the stock * (100% + Expected return)^Number of year = $163.62 * (100% + 15.2%)^1 = $188.16
Therefore, the price of the stock is expected to be $188.16 in 1 year.
Answer:
- 34 coupons.
- $33.75
Explanation:
The coupons are the interest payments the bond makes.
1. The bond has a term of 17 years and coupons are to be paid semi-annually.
This means that for every year, 2 coupon payments will be made.
In 17 years therefore:
= 17 * 2
= 34 coupons
2. The interest on this bond is 6.75% in a year. The coupon is however, semi-annual. Payment per coupon will therefore be half of the yearly rate:
= 6.75% * 1,000 * 1/2
= $33.75
Answer:
The after-tax cost is $23,940
Explanation:
For computing the after-tax cost, first we have to compute the present value which is shown below:
Present value = Bill payment × marginal tax rate
= $38,000 × 37%
= $14,060
So, after tax value would equal to
= Bill payment or Pre tax value - Present value
= $38,000 - $14,060
= $23,940
Answer:
Amount of money invested is $2,000 and $4,000
Explanation:
In this question, we are asked to calculate how much was invested in two different accounts given the amount of money invested in both accounts.
Let the amount of money invested in both accounts be a and b respectively.
Mathematically;
A + B = 6000 ......I
Now we use the formula for simple interest to check the amount that is supposed to be made on Both accounts if he end of a year.
Formula for simple interest is I = PRT/100
Let’s apply this to what is on ground:
5*1* a/100 = 5a/100
Second is
9*b*1/100 = 9b/100
That is 5a + 9b = 38,000. ........ii
Solving Both simultaneously as follows:
Let A = 6000-b from 1
Substitute this into 2
5(6000-b) + 9b = 38,000
30,000 -5b + 9b = 38,000
4b = 8,000
b =$2000
This means a would be 6000 - 2,000 = $4000
Answer:
$180
Explanation:
Calculation to determine Cookie Creations’ warranty liability for the shipping costs at December 31, 2020.
Using this formula
Warrant liability=Numbers of mixers sold × Percentage of mixers returned for repair or replacement ×The average cost to ship a mixer
Let plug in the formula
Warrant liability=30 x 10% x $60
Warrant liability=$180
Therefore Cookie Creations’ warranty liability for the shipping costs at December 31, 2020 will be $180