Answer:
$172,117.5529
Explanation:
In economics and finance, present value, also known as a present discounted value, is the value of an expected income stream determined as of the date of valuation.
Total years = 3 to 9 = 6years
Present value = future cash flow/(1+i)^n
Present value = $30,000 + $30,000/(1.072)^1 + $30,000/(1.072)^2 + $30,000/(1.072)^3 + $30,000/(1.072)^4 + $30,000/(1.072)^5 + $30,000/(1.072)^6
Present value = $172,117.5529
Answer:
Debit Notes Receivable for $86,000; credit Cash $86,000
Explanation:
The journal entry to record the cash loan is given below;
Notes Receivable $86,000
To Cash $86,000
(Being cash loan is recorded)
Here the note receivable is debited as it increased the assets and credited the cash as it decreased the assets
Therefore the first option is correct
Answer:
factors that must be considered before starting business are:
Explanation:
1)capital
2)raw materials
3) enough knowledge about things
4)market
5)skilled manpower
Answer:
D. a change in consumer income
Explanation:
There are two main reason for shift in demand curve left or right in addition to price:
- Change in consumer income.
- Change in preference.
Consumer income or earning affect the demand curve as according income of consumer, thier preference and priority changes. Example: Daily wages labor may have very less demand for Domino´s Pizza or starbucks coffee, however, manager of any MNC may have higher demand for Domino´s Pizza or starbuck coffee.
Answer:
Price of Bond= $907.766
Explanation:
The price of the bond is the present value of its future cash flow discounted at the required rate of return of 5.5%.
Price of Bond = PV of interest payment +PV of redemption value
<em>PV of interest payment:</em>
interest payment = 5.5%× 1000= 55
PV = A × (1+r)^(-n)/r
A- 55, r - 7%, n- 10 years
PV = 55, r- 5.5%, n- 10
PV = 55× 1.07^(-10)/0.07= 399.417301
<em>Present Value of redemption </em>
PV = F× (1+r)^(-n)
F= 1000, r- 7%, n- 10 years
PV = 1,000× 1.07^(-10)= 508.3492921
Price of Bond = 508.3492921 + 399.417301= 907.7665931
Price of Bond= $907.766
