Answer:
current market price = $953.29
Explanation:
the market price of the bond = present value of the face value + present value of coupon payments
PV of face value = $1,000 / (1 + 3.865%)¹⁸ = $505.31
PV of coupon payments = $35 x 12.79935 (PV annuity factor, 3.865%, 18 periods) = $447.98
current market price = $505.31 + $447.98 = $953.29
Answer:
Value of scholarship today = $30,484.90
Explanation:
The value of the Scholarship is the present value of the annual payment of $9,000 discounted as the annual interest rate of 7% per annum.
This can be computed using the formula below
Present Value = Annual cash flow × (1- (1+r)^(-n)/r)
n -number of years, r-interest rate
rate r- 7%, n=4, Annual cash flow = 9,000
Present Value = 9,000× (1-1.07^-4)/0.07
= 9,000× 3.3872
= $30,484.90
Value of scholarship today = $30,484.90
Answer:
3.73 years or 4 years approx
Explanation:
The computation of the number of years taken for money invested for double is shown below:
As we know that
Amount = Principal × (1 + interest rate ÷ time period)^interest rate × time period
where,
We assume the principal be P
And, the amount is 2P
And, the other values would remain the same
So,
2P = P (1 + 0.2044 ÷ time period)^ 1 × time period
2 = (1.2044)^ time period
Now take the log both sides
ln2 = ln (1.2044)^time period
ln2 - time period ln (1.2044)
So,
time period = ln(2) ÷ ln (1.2044)
= 3.73 years or 4 years approx
B
in the theory, they do not talk about this cave drawing lket alone caves, so let it be, my answer is B
Answer:
net incremental cost = $ 2.2
Explanation:
Data provided:
Direct material cost = $ 10 per unit
Direct labor cost = $ 24 per unit
Overhead cost = $ 16 per unit
thus,
the total cost of the product = $ 10 + $ 24 + $ 16 = $ 50
Now,
if bought from outside cost = $ 45
Overhead cost if bought from outside = 45% of the overhead cost
= 0.45 × $ 16 = $ 7.2
hence, the total cost if bought from outside = $ 45 + $ 7.2 = $ 52.2
since, the cost of product if bought from outside side is greater than the product is produced by own
therefore, the net incremental cost = $ 52.2 - $ 50 = $ 2.2