Answer:
$9,201.6
Explanation:
Calculation for The net present value of the proposed investment is closest to:
Using this formula
Net Present value = (Annual cost saving * PVAF) + (Salvage value * PVIF) - Cost of investment
Let plug in the formula
PVAF (10%,5 years) = 3.7908
PVIF (10%, 5 years) = 0.6209
Net Present value = ($18,000 * 3.7908) + ($8000 * 0.6209) - $64000
Net Present value = $68,234.4+$4,967.2-$64,000
Net Present value = $9,201.6
Therefore The net present value of the proposed investment is closest to:$9,201.6
Answer:
0.67; $485,074.67
Explanation:
Given that,
Total sales revenue = $900,000
Variable expenses = $300,000
Total fixed expenses = $325,000
Contribution margin:
= Sales revenue - Variable expenses
= $900,000 - $300,000
= $600,000
Contribution margin ratio:
= Contribution margin ÷ Sales revenue
= $600,000 ÷ $900,000
= 0.67
Break-even point in dollars:
= Total fixed expenses ÷ Contribution margin ratio
= $325,000 ÷ 0.67
= $485,074.6
Answer:
A. Milk
I hope this helps,if not sorry
Answer: (3) An indirect marketing channel
Explanation:
An indirect marketing channel is one of the type of business process in which the various types of organizations and companies are promoting their products and the services in the market by using the indirect method.
When we using the indirect marketing channel for the purpose of distribution the products in the market it is basically going through some additional type of steps for passing some information related to the products so that the customers are get attracted.
According to the question, the given example of the priceless creations is best illustrating abut an indirect marketing channel. Therefore, Option (3) is correct answer.
Answer: $93,876
Explanation:
The equivalent present amount of an 8year series of decreasing amounts when the interest rate is 10% compounded annually, the first year amount is $20,000, and the rate of decrease is $800 per year will be calculated thus:
PV = C / (1+r) ^ t
= 20,000/1.1 + 19,200/1.1² + 18,400/1.1³ + 17,600/1.1⁴ +16,800/1.1^5 + 16,000/1.1^6 + 15,200/1.1^7 + 14,400/1.1^8
= $93,876
Therefore, the equivalent present value is $93,876.