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Formulate the following problem as a linear programming problem and then solve the problem by Excel only. Only the Excel file which shows the problem has been solved by Solver in Excel must be submitted. No grade if Excel file is not submitted."Farmer Jones bakes two types of cake (chocolate and vanilla) to supplement his income. Each chocolate cake can be sold for $1, and each vanilla cake can be sold for $0.50. Each chocolate cake requires 20 minutes of baking time and uses 4 eggs. Each vanilla cake requires 40 minutes of baking time and uses 1 egg. Eight hours of baking time and 30 eggs are available. Formulate an LP to maximize the farmer Jones's revenue. "
Create a plot of a cubic spline fit of following data with natural end conditions: x 0 100 200 400f(x) 0 0.82436 1.00000 0.73576. compare the plot with the following equation which was used to create data.
Predict the performance of receiver-initiated load sharing algorithm when entire system workload is generated at only a few nodes in the system instead of equally.
You come to work on a Monday morning and find that the office computer is not working. The system manager informs everyone that the computer's hard disk crashed and that all datat that wer not backed up are lost. What do you do?
Explain in scholarly detail why it is recommended that business communications be oriented toward upper management and what kinds of attitudes should these upper management personnel possess.
Write Z schemas defining the state of the system, card validation (where the user's identifier is checked) and cash withdrawal.
Examine about Direct Cash-Payment method
Consider a graph coloring problem where we have a very large graph G = (V, E), whose vertices are to be colored using 3 distinct colors such that no adjacent node in G has the same color. Design a suitable mechanism to solve the given problem.
Prove that, in the context of private-key encryption, we can assume without loss of generality that keys are chosen uniformly at random (and so Gen is trivial).
State a Turing Machine M that computes the function f: {a, b}* → N, where: f(x) = the unary encoding of max(#a(x), #b(x)).
Describe in scholarly detail the tools and techniques that are used for prforming project management processes.
What procedures would you require to follow to retrieve evidence? Identify mismatched file headers to extensions.
How might you encode audio (or video) data in two packets so that if one packet is lost, then resolution is simply decreased to what would be expected with half bandwidth?
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