Answer:
1. $3,59,666.66
2. $4,10,066.66
Explanation:
1. The computation of value of firm is shown below:-
As the Earning before interest and tax given remains the same, this impact that there is no growth rate in the earnings to consider.
= Earning before interest and tax × (1 - Tax) ÷ Cost of equity
= $83,000 × (1 - 0.35) ÷ (0.15)
= $53,950 ÷ 0.15
= $3,59,666.66
2. The computation of value of levered firm is shown below:-
Value of unlevered firm + Debt × Tax rate
= 3,59,666.66 + ($144,000 × 35%)
= $4,10,066.66
Answer:
The reconciled balance is:
Explanation:
Cash 8900,15
Books
Cash receipts pending on bank -9821,55
Checks written 7986,05
Checks written not recorded -49,55
Banks
Bank service fee -48,1
Interest earned 33,1
Bank conciliation 7000,1
Bank account 7000,1
Answer:
The answer to both a and b is in the explanation below
Explanation:
a) The increase in wage can either decrease or increase the hours worked. This is became an increase in wage has both substitution effect and income effect that work in different directions. Substitution effect An increase in wage increases the opportunity cost of leisure, thereby making the worker increase number of hours worked. Income effect The increase in wage also makers the worker richer, thereby making the worker decrease number of hours worked.
Since no information about worker's preferences is given, we do not Imow which effect will dominate the other effect and, therefore, we do not know what the net impact of the increase in wage will be.
b) The bonus will only have income effect. The bonus will make the workers richer, thereby making the worker decrease number of hours worked.
If in part a), the substitution effect and income effect are equal in magnitude, then there will be no change in the number of hours worked. The number of hours worked will remain the same at 2000 hours. Since the employer would be paying $5 extra on each hour worked, the cost to the employer of increase in wage would be $10,000 (=2000 x $5), which is the same as the bonus in part b).
Answer:
PV= $124,867.78
Explanation:
Giving the following information:
Cash flow= $37,250
Discount rate= 15%
Number of periods= 5 years
<u>To calculate the present value, we need to use the following formula:</u>
PV= A*{(1/i) - 1/[i*(1 + i)^n]}
PV= 37,250*{(1/0.15) - 1/[0.15*(1.15^5)]}
PV= $124,867.78
