Answer: a. $73,810.88
b. $10,185.18
Explanation:
a. The payments of $11,000 are constant so this can be considered an Annuity.
The cost of the Computer is it's present value which is,
Present Value of Annuity = Annuity Payment * Present Value Interest Factor of Annuity, 11%, 10 periods
= 11,000 * 6.71008 (Payment is made at the end of the year so this is an Ordinary Annuity)
= $73,810.88
b. When an Annuity is instead paid at the beginning of the period it is considered to be an Annuity due.
The formula is the same but for the figures ,
Present Value of Annuity Due = Annuity * Present Value Interest Factor of an Annuity Due, 11% , 10 periods
73,810.88 = Annuity * 7.24689
Annuity = 73,810.88/7.24689
= $10,185.18
Answer:
the correct answer is YES
Explanation:
All parties agree and get in writing who and where the money is going
GOOD LUCK
Answer:
II only. A high utilization factor will result in a system that performs poorly is TRUE for a single-server queueing system. As it states that when designing a single-server queueing system, beware that giving a relatively high utilization factor (workload) to the server provides surprisingly poor measures of performance for the system.
True that queueing models enable finding an appropriate balance between the cost of service and the amount of waiting.
Explanation: RATE BRAINLIEST PLEASE
Answer:
Be Creative: Always be looking for ways to improve your business and to make it stand out from the competition. ...
Get Organized: ...
Be Consistent: ...
Analyze Your Competition: ...
Understand the Risks and Rewards: ...
Stay Focused:
Ability to become a leader: ...
Great decision-maker:
Explanation:
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Answer:
The value of this stock today should be $6.22
Explanation:
The company will start paying dividends 2 years from today that is at t=2. The dividends received 2 years from today can be denoted as D2. The constant growth model of DDM will be used to calculate the price of this stock at t=2 as the growth rate in dividends is constant forever.
The price at t=2 will then be discounted back to its present value today to calculate the price of this stock today.
The price of this stock at t=2 will be,
P2 = D2 * (1+g) / (r - g)
P2 = 0.6 * (1+0.04) / (0.12 - 0.04)
P2 = $7.8
The value of this stock today should be,
P0 = 7.8 / (1+0.12)^2
P0 = $6.218 ROUNDED OFF TO $6.22