Answer:
$1932.37
Explanation:
To find out how much additional money he must deposit if he waits for 1 year rather than making a deposit today we need to find the difference:
Difference = Value after 1 year - Present value
We first convert the interest rate percentage by dividing interest rate value by 100
Present Value = $40 000 / (1 + 0.035)5 = $7729.47
Value after 1 year = $40 000 / (1 + 0.035)4 = $9661.81
Difference = $9661.81 - $7729.47 = $1932.37
Answer:
The amount after 2 years will be $460590
Explanation:
The payment which is done 2 year from today = $200000
The payment which is done one year from today = $150000
Rate of interest = 3 %
So the amount after 1 year

The amount which is done today = $100000
So amount after 2 years

So total amount after 2 years = $106090+$154500+$200000 = $460590
Answer:
Interest expense = $8453
Explanation:
We can calculate Bond interest expense by multiplying Carrying value of the bond with the effective interest rate and the period of time,
DATA
Carrying value of bond = $169,056
Effective interest rate = 10%
Period of time = 6 months
Interest expense =?
Calculation
Interest expense = Carrying value x Effective interest rate x Time period
Interest expense = $169,056 x 10% x
Interest expense = $8453