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The Laser Computer Printer Company decides monthly what to produce during the subsequent month. They produce three types of printers, the Laser Rocket, the Alpha Laser, and the Laser Omega, which bring them profits of $310, $365, and $465, respectively. The Laser Rocket requires 3 hours of assembly time, and the company always produces at least 30 units per month. The Laser Omega requires 5 hours of assembly time, and the company would like to produce at least 25 of these printers. The Alpha Laser requires only 2.5 hours of assembly time. There are 400 hours of labour available for the month. What is the combination of printers Laser should produce to maximize their profits?
a) Set up this problem as an LP problem showing the data, the objective function and constraints (shown in class) b) Create an Excel Spreadsheet that reflects your LP problem and solve. c) Email the Excel model, i.e. the one with the sum product formula to the instructor.
Combinatorial and Scheduling Problems: One class of problems is concerned with specifying optimal scheduled. A classical example is the Travelling Salesperson Problem where
Define formal language grammar? A formal language grammar is a set of formation rules which describe that strings made by the alphabet of a formal language are syntactically va
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What are the 3 segments of the default route, that is there in an ASP.NET MVC application? Ans) Segment 1st - Controller Name Segment 2nd - Action Method Name Segment 3r
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what is process management ?
Q. What is Status Control and Registers? Status Control and Registers: These registers can't be used by programmers though are used to control CPU or execution of a program.
A component has the time to failure distribution that is modelled as the Weibull distribution with shape parameter 3 and scale parameter of 36 months. This component is planned to
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