0% found this document useful (0 votes)
17 views1 page

Number 1

The document describes a problem set involving calculating the present worth of a fluidized-bed combustion vessel project. It provides details on the vessel's initial investment cost of $100,000, annual costs of $8,000, and a $20,000 relining cost in year 5. Using the given 15% interest rate, formulas are provided to calculate the present worth as $146,116.27, accounting for initial costs, annual costs over 10 years, and discounted relining costs in year 5.

Uploaded by

Joselito Daroy
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as DOC, PDF, TXT or read online on Scribd
0% found this document useful (0 votes)
17 views1 page

Number 1

The document describes a problem set involving calculating the present worth of a fluidized-bed combustion vessel project. It provides details on the vessel's initial investment cost of $100,000, annual costs of $8,000, and a $20,000 relining cost in year 5. Using the given 15% interest rate, formulas are provided to calculate the present worth as $146,116.27, accounting for initial costs, annual costs over 10 years, and discounted relining costs in year 5.

Uploaded by

Joselito Daroy
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as DOC, PDF, TXT or read online on Scribd
You are on page 1/ 1

PROBLEM SET NO.

2
ES 321

1. A certain fluidized-bed combustion vessel has an investment cost


of $100,00, a life of 10 years and negligible market (resale)
value. Annual cost of materials, maintenance, and electric power
for the vessel are expected to total to $8,000.00. A major relining
of combustion vessel will occur during the fifth year at a cost of
$20,000; during this year, the vessel will not be in service. If the
interest rate is 15% per year, what is the lump sum equivalent
cost of this project at the present time?

A annual cost = $8,000


i interest rate per year = 15%
n 10 years
IC initial investment cost = $100,000
A5 $20,000

Present worth IC
A
i

1 ( 1 i )10 ( A5 A )( 1 i )5

Present worth
$8 ,000
$100 ,000
0.15

1 ( 1 0.15 )10 ($20 ,000 $8 ,000 )( 1 0.15 )5

Present worth $146 ,116 .27

You might also like