Answer: False
Explanation:
Present value is not the value of cash flows that occur at different points in time but rather the value of cash flows at the current point in time. The values can therefore be added up to determine the value of a capital budgeting project because they relate to the same time period.
This is the basic premise that the Net Present Value capital budgeting method works on. It discounts the various cash inflows to the present period, adds them up and then subtracts the cost of the project. If it is positive then the project is off good value.
Answer:
D
Explanation:
Complementary goods are goods that are consumed together
If the cost of microchips fall, it becomes cheaper to produce hardware. As a result, there would be an increase in the supply of hardware. An increase in supply would lead to a rightward shift of the supply curve. As a result equilibrium price decreases and equilibrium quantity increases.
As a a result of the decrease in price of hardware, it would become cheaper to purchase hardware. Thus, the demand for hardware increase. Since hardware and software are complements, there would also be an increase in the demand for software. This would lead to rightward shift of the demand curve for software. . An increase in demand leads to a rightward shift of the demand curve. As a result, equilibrium price and quantity increases
Answer:
d. a., b., and c.
Explanation:
Reduction in pay (a) Marginal tax (b) Reduction in tax (c = a x b)
A. $5000 0.28 $1,400
B. $4000 0.15 $600
C. $6000 0.35 $2100
Reduction in After-tax Income (d = a - c)
A. $3,600
B. $3,400
C. $3,900
this means that all the above a, b, and c options are correct because in all the three cases, the reduction in after-tax pay of the employee will be less than $4000 value of the nontaxable insurance premium to be paid by the employer which would ultimately benefit the employee.
The putting of the “x” in addition to the code set (CM or
PCS) involved determines what it designates in each condition, but this can be unclear
for those learning the system. Undoubtedly, learning a new code set will show a
test to coders, and consuming multiple meanings for a letter makes it even tougher.
Answer:
1. What is the probability that they will lose both contracts?
probability of losing both contracts = (1 - 40%) x (1 - 65%) = 21%
2. What is the probability that they win only one contract?
probability of winning 1 contract = 1 probability of winning both contracts - probability of not winning any contract = 1 - 21% - 26% = 53%
3. What is the probability that they win both contracts?
the probability of winning both contracts = probability of winning first contract x probability of winning second contract = 40% x 65% = 26%
