Answer:
Value of scholarship today = $30,484.90
Explanation:
The value of the Scholarship is the present value of the annual payment of $9,000 discounted as the annual interest rate of 7% per annum.
This can be computed using the formula below
Present Value = Annual cash flow × (1- (1+r)^(-n)/r)
n -number of years, r-interest rate
rate r- 7%, n=4, Annual cash flow = 9,000
Present Value = 9,000× (1-1.07^-4)/0.07
= 9,000× 3.3872
= $30,484.90
Value of scholarship today = $30,484.90
It's 1 dollar because u have 1 dollar and the chips cost 1 dollar so basically u have no money left
Available options are:
A. All of the choices are correct.
B. Average fixed costs would increase.
C. Marginal costs would increase.
D. Average variable costs would increase
Answer:
Option B. Average fixed costs would increase.
Explanation:
As the variable cost is the same which means that the marginal cost (All variable costs) would neither increase nor the average variable cost (Average variable cost due to fluctuating variable cost) would increase. Hence both Option C and D are incorrect.
Option B is correct because:
Average Fixed cost = (Initial Value + Value Now) / 2
Average Fixed cost = ($100 + $150) / 2 = $125
This means that the average cost has been increased.
A=p(1+rt)
A=future value
P=present value
R=interest rate
T=time
If you want to find present value
P=A/(1+rt)
If you want to find interest rate
R=[(A/p)-1]divided by t
Finally if you want to find time
T=[(A/p)-1]divided by r
Answer:
The answer is by charging lower price on remaining three ticket (any ticket price above $0)
Explanation:
As company is not giving any refreshment so it not incurring any variable cost. So here sales is equal to contibution and every single dollar revenue generated is a contribtion towards fixed cost and targeted profit. So by decreasing sale price on remaining tickets company will be able to sell them and this sale will result in more profit to the company.
