Mathematics, 27.08.2020 01:01, lzzupboi
The LP relationships that follow were formulated by Richard Martin at the Long Beach Chemical Company. Maximize 8X1 + 0.5X1 X2 + 5X3Subject to: 1X1 X2 + 2X3 ≤ 70 (C1)10.9X1 - 4X2 ≥ 156 (C2)5X1 + 3X2 + 3X3 ≥ 21 (C3)16X2 - 0.33X3 = 17 (C4)-7X1 - X2 + 4X3 = 5 (C5)1X1 + 2X2 + 3Squareroot of X3 ≤ 80 (C6)For an LP, the objective function developed by Richard is VALID or INVALIDConstraint C1 is(n) VALID or INVALIDConstraint C2 is(n) VALID or INVALIDConstraint C3 is a(n) VALID or INVALIDConstraint C4 is a(n) VALID or INVALIDConstraint C5 is a(n) VALID or INVALIDConstraint C6 is a(n) VALID or INVALID
Answers: 3
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Give all possible names for each angle shown. calculation tip: in angle abc, b is the vertex.
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You are cycling around europe with friends. a cycling festival is starting soon in barcelona. it will take 4.5 hours to cycle there. how many minutes in total is this?
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Aschool puts on a play. the play costs $1,200 in expenses. the students charge $4.00 for tickets. there will be one performance of the play in an auditorium that seats 500 people. what is the domain of the function that shows the profit as a function of the number of tickets sold?
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The LP relationships that follow were formulated by Richard Martin at the Long Beach Chemical Compan...
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