Group of answer choices A. max ?=3?+2?subject to the following:??+4???≥4−?≥10≥0≥0max z=3x+2ysubject to the following:x≥4−yx+4y≥10x≥0y≥0 B. max ?=3?+2?subject to the following:?+????≤4≤10−4?≥0≥0max z=3x+2ysubject to the following:x+y≤4x≤10−4yx≥0y≥0 C. None of the above D. max ?=3?+2?subject to the following:??+2???≥10−?
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- Solve the following LPP by graphical Method Maximize Z =22X1+18X2 Subject to constraints: 960X1+640X2≤15 360X1+X2≤20 and X1,X2≥0 (Note the X1 And X2 are variables and not to be mistaken with muliplication symbol)For a maximization problem, given the following data for the simulated annealing FitnessofCurrentstate(fx) = 60 Fitnessof Nextstate(fy) = 80 Temperature = 0 What will be the value of acceptance probability? Select one: O a. 0 O b. None O c. 1 O d. 0.5 O e. 0.1Consider the following propositions: p="lt is cloudy" q="lt is rainy" r="I will play outside" s="I will stay at home" Select the inverse (s) of the follwing sentence: "I will stay at home and I will not play outside unless it is neither cloudy nor rainy" SA -r→pv q "pA 79- 7s vr svr-¬pv -g Osvr+-p A ¬g None of all the proposed answers
- Calculate the optimal value of the decision parameter p in the Bresenham's circle drawing algorithm. The stepwise procedure for implementing Bresenham's algorithm for circle drawing is delineated.Find the optimal value for the p decision parameter of Bresenham's circle drawing technique. Bresenham's circle-drawing algorithm is laid out in a methodical manner?Consider the following propositions: p="It is cloudy" q="lt is rainy" ="l will play outside" s="I will stay at home" Select the symbolic (s) of the the following sentence: "I will not stay at home and and I will play outside when it is cloudy and not rainy" OS Ar -pn JV SL+bL vdn Osv -r→¬pvq O None of all proposed answers 0(-pv q) v (-SAr)
- If a, b, c, d and e are all non-negative integers, how many solutions are there to the equation a+b+c+d+e=31, if a≥0, 3Consider a maximization problem that is being solved by Simulated Annealing. Let the objective function value of the current state, s, be 1000. Let this state have 5 successors/neighbors: s1(950), s2(975), s3(1000), s4(1000), and s5(1050). The numbers in parentheses represent the corresponding objective function values. The current temperature is 100. The probability that the next state is: 1. s1 = [Select] 2. s2 = [Select] 3. s3 [Select] = 4. s4= [Select] [Select] 5. s5 0.778 0.121 0.156 0.2 0.606What would we learn from Robust Normal Boundary Value test cases for the Quadrilateral Program? The values are:c1. 0 ≤ a ≤ 201 (top)c2. 0 ≤ b ≤ 201 (left side)c3. 0 ≤ c ≤ 201 (bottom)c4. 0 ≤ d ≤ 201 (right side)Correct answer will be upvoted else downvoted. game expert just permits him to pose one kind of inquiry: Little Dormi picks a hub r (1≤r≤n), and the game expert will answer with an exhibit d1,d2,… ,dn, where di is the length of the most brief way from hub r to I, for all 1≤i≤n. Furthermore, to make the game out of line challenge Little Dormi the game expert will permit all things considered ⌈n2⌉ questions, where ⌈x⌉ signifies the littlest integer more noteworthy than or equivalent to x. Confronted with the stomach-agitating chance of not having the option to figure the tree, Little Dormi needs your assistance to devise a triumphant methodology! Note that the game expert makes the tree before the game beginnings, and doesn't transform it during the game. Input The principal line of input contains the integer n (2≤n≤2000), the number of hubs in the tree. You will then, at that point, start communication. Output At the point when your program has discovered…The Optimal solution is : * a path from the initial state to a state satisfying the goal test This process of looking for the best sequence is called the solution with lowest path cost among all solutions nonefind ( optimum solution) that maximum the sum 5x1 + 7x2 subject to the constraints below using: graphical method Max z = 5x1 +7x2 s.t. x1 = 0SEE MORE QUESTIONS