Question

The annual worth calculated for the first life cycle with i = 15% was obtained as...

The annual worth calculated for the first life cycle with i = 15% was obtained as $-731. What will be the annual worth calculated for the second life cycle?

a. $-731

b. $-534361

c. None of the answers

d. $-365.5

Homework Answers

Answer #1

Annual Worth is defined as equivalent uniform annual worth of all estimated benefits and costs during the life cycle of a project.

This means the cost or benefit is going to remain same throughout the life cycle of a project . Therefore annuity cost/benefits at year 2 ,3,4....,n will be equal to annuity cost/benefits at year 1 .

If we are have to double the life cycle the selected values will be repeated for succeeding life cycles in exactly same manner as for the first life cycle. Here, we have to make sure that the provided cash flow are same in the succeeding life cycles .

In the above question Annual Worth calculate at first life cycle is given as -$ 731. Therefore Annual Worth of second life cycle will be same as fist one as -$731.

Anwere Answer is option A -$731

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Q11. The annual worth calculated for the first life cycle with i = 15% was obtained...
Q11. The annual worth calculated for the first life cycle with i = 15% was obtained as $-731. What will be the annual worth calculated for the second life cycle? Q12. Which of the following is done during the detailed design stage in systems development? Feasibility study Conceptual plans development Determining user needs Acquisition of assets Q15. Alex purchased two cars for $15,000 and $17,000. The life for both the cars is 5 years and the operating costs are $7,000...
When comparing different-life alternatives by the annual worth method, the annual worth calculated using their LCM...
When comparing different-life alternatives by the annual worth method, the annual worth calculated using their LCM of lives will be the same as that calculated over one ______________. When comparing different-life alternatives by the annual worth method, the annual worth calculated using their LCM of lives will be the same as that calculated over one ______________. Open choices for matching When comparing different-life alternatives by the annual worth method, using the AW calculated over each one's life cycle assumes that...
the benefit of annual worth analyses include A - Facilitating unequal project life comparison B- providing...
the benefit of annual worth analyses include A - Facilitating unequal project life comparison B- providing consistency of report format C- determing unit cost D- All of the above
An asset’s worth at the end of its useful life is referred to as its: a....
An asset’s worth at the end of its useful life is referred to as its: a. none of the available choices b. historical cost c. unamortized value d. salvage or residual value
Use an 8 year project life and a 15% MARR to determine which alternative should be...
Use an 8 year project life and a 15% MARR to determine which alternative should be selected. Use the present worth criteria. A B First Cost $5,300 $10,700 Net Annual Benefit $1,800 $2,600 Salvage Value $3,000 $3,200 Useful Life in years 4 8 Please solve by hand, i am not allowed to use excel
The energy efficiency project described in Problem 10-23 has a first cost of $150,000, a life...
The energy efficiency project described in Problem 10-23 has a first cost of $150,000, a life of 10 years, and no salvage value. Assume that the interest rate is 8%. a) What is the equivalent uniform annual worth for the expected annual savings? b) Compute the equivalent uniform annual worth for the pessimistic, most likely, and optimistic estimates of the annual savings. What is the expected value of the equivalent uniform annual worth? c) Do the answers to (a) and...
____ tends to increase and then decrease over the life cycle. Select one: a. Income b....
____ tends to increase and then decrease over the life cycle. Select one: a. Income b. Retirement c. None of choices d. Emergency funds e. Both income abd emergency funds
Question 26: (Pt. 1) If our obtained/calculated positive t value is greater than our critical positive...
Question 26: (Pt. 1) If our obtained/calculated positive t value is greater than our critical positive t value, we: A. have made a Type II error B. have made a Type I error C. reject the null hypothesis D. retain the null hypothesis (Pt. 2) If we reject the null hypothesis when in reality the null hypothesis is true, we have: A. made a Type 2 error B. made a Type 1 error C. made the correct decision D. none...
2)Which of the following is NOT true about life-cycle cost analysis (LCCA)? a)LCCA cannot be used...
2)Which of the following is NOT true about life-cycle cost analysis (LCCA)? a)LCCA cannot be used with present worth analysis. b)Life cycle costs can divided into research and development costs, investment or procurement costs, operating and maintenance cost, and disposal costs. c)LCCA is a process of evaluating the economic performance of various design options that may have different initial costs, operating costs, maintenance costs, and life cycles. d)The vast majority of a system's life-cycle costs often occur after the system...
Two dice were rolled. Answer the questions: I) What is the probability that the first die...
Two dice were rolled. Answer the questions: I) What is the probability that the first die will have a number that is a multiple of 4 as the outcome? (10 points) a. 1/2 b. 1/4 c. 1/5 d. 1/6 e. None of these II) What is the probability that the second die will have “a number less than or equal to 2” as the outcome? (10 points) a. 1/4 b. 1/3 c. 1/6 d. 2/3 e. None of these III)...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT