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Question: The minimum vertex cover problem, MIN-VCP, is a minimization problem, where one searches for a vertex cover of minimal cardinality for a given graph G.
(i) Estimate the set of all vertex covers of the graph in Figure.
(ii) Give a formal specification of MIN-VCP as a 6-tuple. Use the alphabet {0, 1, #} to represent the input instances and the feasible solutions.
A system consists of three subsystems in parallel (assume operating redundancy). The individual subsystem reliabilities are as follows:
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A test vehicle on a track goes through photo gates spaced 25 m apart at the following times: 2.00 sec, 3.30 sec, 4.30 sec. Plot the position versus time of the vehicle. Plot the average speed of the vehicle in the time intervals versus time.
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the length of one diognal of a quadrilateral is 40 cm ,and perpendicular drawn to it from the opposite vertices are 12cm and 9cm . Find the area of the quadrilateral
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In an 8 inch square cake pan and a 9 inch square cake pan, what is the difference in volume each pan will hold? Assume each pan is 2.5 inches high. Show step by step work. Include correct units with your solution.
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