Homework Answers
=(-18000+3000*P/F(7%,1)+3000*P/G(7%,6))*A/P(7%,6)
=(-18000+3000*0.9346+3000*10.9784)*0.2098
=3721.6422
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X Problem 6-2 (algorithmic) Question Help O $10,000 OOO Years 0 ! 53.00 53.000 $.000 $2,000 $12.000 315.000 Click the i...
1 year= $3000 2 year= $3000 3 year= $6000 4 year= $9000 5 year= $12000 6 year= $15000 X Problem 6-2 (algorithmic) Questi...
1 year= $3000
2 year= $3000
3 year= $6000
4 year= $9000
5 year= $12000
6 year= $15000
X Problem 6-2 (algorithmic) Question Help O $10,000 OOO Years 0 ! 53.00 53.000 $.000 $2,000 $12.000 315.000 Click the icon to view the interest factors for discrete compounding when = 7% per year. i More Info The equivalent annual worth is S . (Round to the nearest dollar) Single Payment Compound Present Amount Worth Factor Factor (F/P.I, NJ (P/F, I, NJ...
Please show work, so I can understand how you came to the answers for each. A)...
Please show work, so I can understand how you came to the
answers for each.
A) Determine the equivalent annual savings for each process
1) The equivalent annual savings for process A are $_____
2) The equivalent annual savings for process B are $_____
B) Determine the hourly savings for each process, assuming 2000
hours of operation per year
1) Process A -
2) Process B -
Thank you very much for your assistance.
The cash flows in the table...
Potable water is in short supply in many countries. To address this need, two mutually exclusive...
Potable water is in short supply in many countries. To address
this need, two mutually exclusive water purification systems are
being considered for implementation in China. Doing nothing is not
an option. Assume the repeatability of cash flows for alternative
1.
a. Use the PW method to determine which system should be
selected when MARR = 7% per year.
b. Which system should be selected when MARR = 15% per
year?
a. The PW of system 1 is $_______. (Round...
An industrial coal-fired boiler for process steam is equipped with a 10-year-old electrostatic precipitator (ESP). Changes...
An industrial coal-fired boiler for process steam is equipped with a 10-year-old electrostatic precipitator (ESP). Changes in coal quality have caused stack emissions to be in noncompliance with federal standards for particulates. Two mutually exclusive alternatives have been proposed to rectify this problem (doing nothing is not an option). New Baghouse $1,133,500 New ESP $987,000 69,200 Capital investment Annual operating expenses 122,500 The life of both alternatives is 10 years, the effective income tax rate is 22%, and the after-tax...
Problem 6-2 (book/static) Question Help Years SS.OCC $6,000 58.000 511000 s14000 517000 Click the icon to...
Problem 6-2 (book/static) Question Help Years SS.OCC $6,000 58.000 511000 s14000 517000 Click the icon to view the interest factors for discrete compounding when i = 13% per year. i More Info The equivalent annual worth is $ . (Round to the nearest doller.) Single Payment Equal Payment Series Gradient Series N Compound Amount Factor (F/P, I, N) 1.1300 1.2769 1.4429 1.6305 1.8424 Present Worth Factor (P/F, I, NJ 0.8850 0.7831 0.6931 0.6133 0.5428 Compound Amount Factor (F/A,,N) 1.0000 2.1300...
1 year= $5,000 2 year=$5,000 3 year= $8,000 4 year= $11,000 5 year= $14,000 6 year=...
1 year= $5,000
2 year=$5,000
3 year= $8,000
4 year= $11,000
5 year= $14,000
6 year= 17,000
Problem 6-2 (book/static) Question Help Years SS.OCC $6,000 58.000 511000 s14000 517000 Click the icon to view the interest factors for discrete compounding when i = 13% per year. i More Info The equivalent annual worth is $ . (Round to the nearest doller.) Single Payment Equal Payment Series Gradient Series N Compound Amount Factor (F/P, I, N) 1.1300 1.2769 1.4429 1.6305 1.8424...
Problem 12-12 (algorithmic) Question Help The tree diagram in figure below describes the uncertain cash flows...
Problem 12-12 (algorithmic) Question Help The tree diagram in figure below describes the uncertain cash flows for an engineering project. The analysis period is two years, and MARR = 12% per year. Based on this information, a. What are the E(PW), V(PW), and SD(PW) of the project? b. What is the probability that PW20? WClick the icon to view the tree diagram. Click the icon to view the interest and annuity table for discrete compounding when the MARR is 12%...
Problem 12-2 (algorithmic) Question Help part of a new road. An analysis has shown that traffic...
Problem 12-2 (algorithmic) Question Help part of a new road. An analysis has shown that traffic density on the new road will justify a two-lane bridge at the present time. Because of uncertainty regarding future use of the structed n fhaving to widen the bridge to four lanes at various times in the future are as follows: Probability d. the time at which an extra two lanes will be required is currently being studied. The estimated probabilities Widen Bridge In...
1 year= $3000
2 year= $3000
3 year= $6000
4 year= $9000
5 year= $12000
6 year= $15000
X Problem 6-2 (algorithmic) Question Help O $10,000 OOO Years 0 ! 53.00 53.000 $.000 $2,000 $12.000 315.000 Click the icon to view the interest factors for discrete compounding when = 7% per year. i More Info The equivalent annual worth is S . (Round to the nearest dollar) Single Payment Compound Present Amount Worth Factor Factor (F/P.I, NJ (P/F, I, NJ...
Please show work, so I can understand how you came to the
answers for each.
A) Determine the equivalent annual savings for each process
1) The equivalent annual savings for process A are $_____
2) The equivalent annual savings for process B are $_____
B) Determine the hourly savings for each process, assuming 2000
hours of operation per year
1) Process A -
2) Process B -
Thank you very much for your assistance.
The cash flows in the table...
Potable water is in short supply in many countries. To address
this need, two mutually exclusive water purification systems are
being considered for implementation in China. Doing nothing is not
an option. Assume the repeatability of cash flows for alternative
1.
a. Use the PW method to determine which system should be
selected when MARR = 7% per year.
b. Which system should be selected when MARR = 15% per
year?
a. The PW of system 1 is $_______. (Round...
An industrial coal-fired boiler for process steam is equipped with a 10-year-old electrostatic precipitator (ESP). Changes in coal quality have caused stack emissions to be in noncompliance with federal standards for particulates. Two mutually exclusive alternatives have been proposed to rectify this problem (doing nothing is not an option). New Baghouse $1,133,500 New ESP $987,000 69,200 Capital investment Annual operating expenses 122,500 The life of both alternatives is 10 years, the effective income tax rate is 22%, and the after-tax...
Problem 6-2 (book/static) Question Help Years SS.OCC $6,000 58.000 511000 s14000 517000 Click the icon to view the interest factors for discrete compounding when i = 13% per year. i More Info The equivalent annual worth is $ . (Round to the nearest doller.) Single Payment Equal Payment Series Gradient Series N Compound Amount Factor (F/P, I, N) 1.1300 1.2769 1.4429 1.6305 1.8424 Present Worth Factor (P/F, I, NJ 0.8850 0.7831 0.6931 0.6133 0.5428 Compound Amount Factor (F/A,,N) 1.0000 2.1300...
1 year= $5,000
2 year=$5,000
3 year= $8,000
4 year= $11,000
5 year= $14,000
6 year= 17,000
Problem 6-2 (book/static) Question Help Years SS.OCC $6,000 58.000 511000 s14000 517000 Click the icon to view the interest factors for discrete compounding when i = 13% per year. i More Info The equivalent annual worth is $ . (Round to the nearest doller.) Single Payment Equal Payment Series Gradient Series N Compound Amount Factor (F/P, I, N) 1.1300 1.2769 1.4429 1.6305 1.8424...
Problem 12-12 (algorithmic) Question Help The tree diagram in figure below describes the uncertain cash flows for an engineering project. The analysis period is two years, and MARR = 12% per year. Based on this information, a. What are the E(PW), V(PW), and SD(PW) of the project? b. What is the probability that PW20? WClick the icon to view the tree diagram. Click the icon to view the interest and annuity table for discrete compounding when the MARR is 12%...
Problem 12-2 (algorithmic) Question Help part of a new road. An analysis has shown that traffic density on the new road will justify a two-lane bridge at the present time. Because of uncertainty regarding future use of the structed n fhaving to widen the bridge to four lanes at various times in the future are as follows: Probability d. the time at which an extra two lanes will be required is currently being studied. The estimated probabilities Widen Bridge In...
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