Use AMPL to model the problems and appropriate solver to solve the problems. Other software… 1 answer below »
Use AMPL to model the problems and appropriate solver to solve the problems. Other software… 1 answer below » | savvyessaywriters.org
Use AMPL to model the problems and appropriate solver to solve the problems. Other software
are not allowed for solving the problems.
AMPL can be downloaded from:
http://ampl.com/
Deliverables:
1. Project report: take screen shots of your work and submit in the form of a project report.
Instructions on the Project:
1. It’s group project. Form a group of 3 members.
2. Submit both soft copy of your project report. Soft copies are to be sent by e-mail to
abbaig@imamu.edu.sa.
3. Deadline submission on April 5, 2020 (Sunday).
A. Urban Renewal Model
• The city of Erstville is faced with a severe budget shortage. Seeking a long-term solution, the city council
votes to improve the tax base by condemning an inner-city housing area and replacing it with new
development.
• The project involves two phases:
• demolishing substandard houses to provide land for the new development, and
• building the new development.
• Lot sizes for new single-, double-, triple-, and quadruple-family homes (units) are 0.18, 0.28, 0.4, and 0.5
acre respectively. Streets, open space, and utility easements account for 15% of available acreage.
• In the new development the triple and quadruple units account for at least 25% of the total. Single units
must be at least 20% of all units and double units at least10%.
• The tax levied per unit for single, double, triple, and quadruple units is $1,000, $1,900, $2,700 and $3,400,
respectively.
• As many as 300 substandard houses can be demolished. Each house occupies a .25 acre lot. The cost of
demolishing a house is $2000.
• The construction cost per unit for single-, double-, triple- , and quadruple family homes is $50,000,
$70,000, $130,000, and $160,000, respectively. Financing through a local bank can amount to a maximum
of $15 million.
• Develop a LP model to determine the optimum number of units for each type to maximize tax collection
and solve it.
Attachments:
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