Answer:
<u>will</u>, <u>would like </u>
Explanation:
Bond refers to debt instruments whereby corporates raise long term finance agreeing to pay in return, the holders of such securities (bond holders), timely coupon payments and principal repayment at the end of the term.
The fixed rate of interest bondholders receive is referred to as the coupon rate. The rate of interest received by holders of similar bonds in the market refers to an investors expected rate of return also denoted as YTM i.e yield to maturity.
Yield to maturity refers to the rate of return other investors are earning on similarly priced bonds in the market. Higher the yield to maturity, lower will be the present value of bond.
When coupon rate of payment is higher than YTM, such bonds are priced at a premium.
Answer:
1. In 2021, Capitalized interest = $205,000
2. In 2022, Capitalized interest = $3,870,000
3. Total cost = $5,231,980
Explanation:
See the attached file for the calculation
Answer:
4,084
Explanation:
Calculation to determine the economic order quantity (EOQ) for Haulsee
Using this formula
Economic Order Quantity (EOQ) =((2* Annual Requirement * Cost per order)/Carrying cost per unit)^ (1/2)
Let plug in the formula
Economic Order Quantity (EOQ) = ((2*800,000*540)/(370*14%))^(1/2)
Economic Order Quantity (EOQ) = 4,084 units
Therefore the economic order quantity (EOQ) for Haulsee is 4,084 units
Answer:
The United States can specialise in producing goods and services which capitalise on its competitive advantages.
Explanation:
Increased global trade opens the United States (U.S) to international markets. This allows businesses in the U.S to scale their operations so as to meet world demand. In doing so, these businesses may experience lower costs per unit due to increasing production capacity. This growth in operations could lead to increased competition from foreign businesses seeking to enter or operating in the U.S economy. Owing to this, higher levels of innovation and efficiency at firm level would be instituted so as to offer competitive prices.
In the question, continuously should be annually.
Solution:
Applicable formula is;
A = P(1+r)^n
Where;
A = Total amount after 30 years = $9,110
P = Amount invested = $5,000
r = Annual interest rate in decimals
n = Number of years = 30
Substituting;
9110 = 5000(1+r)^30
9110/5000 = (1+r)^30
1.822 = (1+r)^30
Taking natural logs on both sides;
ln (1.822) = 30 ln (1+r)
0.5999 = 30 ln (1+r)
0.5999/30 = ln (1+r)
0.019998 = ln (1+r)
Taking exponents on both sides
e^0.019998 = 1+r
1.0202 = 1+r
r = 1.0202 -1 = 0.0202 =2.02%
Therefore, annual interest rate should be 2.02%.
