Computer Science Consider a two-task system where each preemption has an overload of x. Given C1, C2, P1, P2 (P2>P1), obtain the minimum value of P1 for which the task set is RM-schedulable. (that is it for the questinos)

Develop a model for generating random instances of the parallel job-scheduling-with-deadlines problem. Your goal is to generate nontrivial problems that are likely to be feasible

What is the notion of homotopic class and how does it relate to path optimization?

A) Construct the Precedence Graph (not containing any redundant or transitive edges) B) Determine if the system above is always determinate. If not, add to  any necessary elements to make it determinate. show steps with answer please!

HELP with this problem!!!!!!!

show the steps used to asnwer this question what are the star values?

This characteristic is met by a problem if it is feasible to develop an optimum solution for it by first creating optimal solutions for its subproblems. a) Subproblems that overlap; b) substructure that's optimum; c) memorization; d) greedy

4. Describe a dynamic programming approach for a modified knapsack problem in which up to 3 copies of each of the n items can be selected

In Boolean logic, a sentence is in 3-Conjunctive Normal Form (abbreviated 3-CNF) if it of the form C1 ^ C2 ^ C3 ^ .…. A Cm, where S is the conjunction of m clauses, with each clause being a disjunction of S three literals. We say that S is satisfiable if there exists an assignment of TRUE/FALSE values to each variable so that the entire sentence S evaluates to TRUE. For example, in the last class, we showed that the following 3-CNF sentence, with m=8 clauses, is not satisfiable. D) ^ (B v č v D) ^ (c vĀ v D) ^ (A (A v (Bv č v D) A (c v Ā v D) a (A v B V C) ^ (a v B v C) A V v B v D) S = AVВV A V B Let 3-SAT be the decision problem that inputs a 3-CNF sentence S, and outputs YES if S is satisfiable, and outputs NO if S is not satisfiable. Consider these four statements. A. 3-SAT is in P, but is almost surely not in NP B. 3-SAT is in NP, but is almost surely not in P C. 3-SAT is in P and is also in NP D. 3-SAT is neither in P nor in NP Determine which of these four statements is correct.…

Question solve this equation (S+T*U)/(V-W)^2 by using Little man computer (LMC) simulator. you can use input S=10, T=2, U=3, V=6 and W=4 and expected output will be 6,16,2,4,4. please show the full codes. note that the simulation only use mnemonic code, there is no function MUL or DIV in little man computer or else it will not working. PLEASE DO NOT ANSWER IF YOU ARE GOING TO USE MUL or DIV IN THE CODE! Thank you. Mnemonic ADD SUB STA LDA BRA BRZ BRP INP OUT HLT DAT Instruction Add Subtract Store Load Branch always Branch if zero Branch if positive Input Output End program Data location