Consider the system with 5 process < Po, P₁, P2, P3, P4 > & 3 resources types A B C The following snapshot 7 of the system bas been given 10 5 Allocation Max Available A B C A B C 7 5 3 3 3 2 32 2 902 22 433 in a safe State A B C P₁ 2 P2 3 2 P3 2 1 P4 0 02 a) find need matrix b) is the system in a cif yes dm बज् 2 Find safe sequence, O e O
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- Given the following relations: A B C 3 9 8 14 5 8 7 12 r E 0 В 8 S A α В Y 8 Find (i) the intersection of r and s (rs) (ii) the union of r and s (r Us) (iii) the difference between r and s (rs). B 4 5 6 7 C 6 8 10 12PLS ANSWER ASAP, LOOP INVARIANT IS x = x * (y^2)^z x = 1; y = 2; z = 1; n = 5; while (zRemove Null productions from the given CFG S→bS | aA A→ bA aF Λ F→ bF | Λa) Let M ({go, qı, q2, q3, q4, qs}, {a, b, c}, qo, fs, {q1,q3, qs}) be the Deterministic Finite Automaton (DFA) with state transition, f, is defined as in Table 2. Table 2 fs State a b 91 90 91 91 92 91 92 92 93 94 93 93 93 93 94 94 95 94 95 95 95 95 i. Draw the transition diagram for the machine, M. ii. Determine the final state for the input string bacc. Is the input string aabcba accepted by the DFA? Show the sequence of transition of each state for the input string. iv. State one input string that start and end with b and accepted by the DFA.In each case below, show using the pumping lemma that the givenlanguage is not a CFL.e. L = {x ∈ {a, b, c}∗ | na(x) = max {nb(x), nc(x)}}Give conditions under which the following expressions are equivalent:A,Bγagg(C)(E1 ⋈ E2) and (Aγagg(C)(E1)) ⋈ E2where agg denotes any aggregation operation. How can the above conditionsbe relaxed if agg is one of min or max?Generate the Simulink models for the constitutive equations of stress and strain for Kelvin-Voigt and Maxwell viscoelastic models with the following constraints: • Your source should always be a step function with a step of 10 -regardless of whether it's stress or strain For all models, use the following values: O E-3 o n-5 You should have a total of 4 models: 1. Kelvin Voigt – input is strain, output (scope) is stress 2. Kelvin Voigt - input is stress, output (scope) is strain 3. Maxwell - input is strain, output (scope) is stress 4. Maxwell - input is stress, output (scope) is strainUse the pumping lemma to prove the following language is nonregular:L = {anb3n} = {abbb, aabbbbbb, aaabbbbbbbbb, …}QI/ using System vesouvce- allo Gation graph with given Parameters 4 (R, Pz, P3, Py) number of Processes = nuim ber of Resores = 5 ( R., Rz, R3, Ru, Rs) number uf instance for each resource s 2 : Build two Scenarios one with adeadlock and another with a cycle but no dead lockIn the process of applying our algorithm for determining distinguishability of states, which of the following is true for the FA shown below? 94 q1 a a a 90 b 92 a 93 b a 95 q2 and q4 will be distinguished on the first pass. q2 and q4 will be distinguished on the second pass. O q2 and q4 will be distinguished on the third pass. O q2 and q4 will be found to be indistinguishable.Use the standard process we saw in class to derive an NFA from the RE ((a∗bc)∗)∗, and then use the subset algorithm to give an equivalent DFA. Either formalizing the DFA/NFA or diagramming them clearly will be sufficient. The final DFA should be labled with sets of NFA states.| using Syskem vesource- allo Cation graph with given Parameters num ber of Processes = 4 (R, Pr, P3, Py) num ber of Resournes number uf instance for each reSource 2 |: %3D 5 ( R, R2, R3, Ry, Rs) %3D Build two Scenarios one with a deadlock and another with a cycle but no dead lockSEE MORE QUESTIONS