Answer:
Break-even point= 7,900 new costumers
Explanation:
Giving the following information:
Assume that during a recent fiscal year, one outlet spent $1,659,000 on a promotional campaign for its website that offered two free months of service for new subscribers.
In addition, assume the following information: Number of months an average new customer stays with the service (including the two free months) 22 months Revenue per month per customer subscription $16 Variable cost per month per customer subscription $5.
Break-even point= fixed costs/ contribution margin
Fixed costs= 1,659,000
Contribution margin= (16*20)-(5*22)= 210
Break-even point= 1,659,000/210= 7,900 new costumers
Answer:
t = 4.607742347 years rounded off to 4.61 years
Explanation:
To calculate the number of years it will take an investment of $3500 to grow to $5900 at an annual interest rate of 12%, we will use the formula for the future value of cash flows. The formula can be written as follows,
Future value = Present value * (1+i)^t
Where,
- i is the interest rate
- t is the time in years
Plugging in the values for future value, present value and i, we can calculate the t to be,
5900 = 3500 * (1+0.12)^t
5900 / 3500 = (1.12)^t
1.685714286 = 1.12^t
Taking log on both sides.
Ln(1.685714286) / Ln(1.12) = t
t = 4.607742347 years rounded off to 4.61 years
Answer:
The selling price should be $66K.
Explanation:
Capital Budgeting defines the future value as present value times the interest rate over the years FV=(1+i)^n, the following table shows both future values for Neighbor’s house and mine to calculate the differences.
Future value (FV) = Present value (PV) + (1 + Interest rate)n, where n is raised to the power of the number of years.
FV = PV +p (1+r) -30
PV = 60000
= $60000 (1+0.075) - 30
= $60000 (0.11422)
= $6859.26 + $60000
= $66853.26
.
Given this estimate, my selling price will now be $66K, making a profit of $5K, this way the future seller can either choose to buy my home or any other in the neighborhood since the future value will be the same even though the interest rate is 0.5% higher.