Using graphical method, maximise P=2x+4y subject to the constraints 2x+ 4y < 8 x+ 4y < 16 Зx + 2у < 18 x,y >0 x=Blank 1 y=Blank 2 Pmax=Blank 3

Q: Raelynn runs a sporting goods store where she sells kayaks. She knows from past experience that her…

A: Given that the demand equation is P=-2x+40 She sells x kayaks.  So the revenue…

Q: 4. If the total cost from company a product lab-top per unit. Specifically, the revenue function is…

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Q: don't understand how the equation turned into 5x+x+6/x(x+6), could you go through the equation again…

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Q: Find the vertex of each quadratic and determine whether they have a max imum o minimum. y=x2-6x+3…

A: Given: Quadratic equations are  1) y=x2-6x+3 2) y=-x2+2 3) y=-2x2-8x-5   Vertex of the quadratic…

Q: q(x) = −13x² + 15x – 1 m(x) = 7x-15 f(x) = ax + b q(x) = ax² + bx+c b(x) = x² +9x - 4

A: Given  Linear and quadratic function

Q: Find the minimum value of f(x1, x2, x3) = 14x, + 13x2 + 9xy subject to the following constraints.…

A: Solve this problem using Simplex Method...  Given problem...    MinZ=min{f(x1 , x2 , x3 ) }=…

Q: d. y= x² + y x + cos y

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Q: Find the maximum value of f(x₁,x2.x) = 10x₁ +9xy + 8x, subject to the following constraints. Write…

A: Given: The Linear programming problem (LPP) is given by: Maximize Z=10x1+9x2+8x3 Subject to:…

Q: Find the minimum value of f(x1, X2) = 2x, + 3x2 subject to the following constraints. Write the…

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Q: The monthly demand equation for Penn State Bakery Mini Cookie Canisters is given by p=√64-> where x…

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Q: A textbook publisher has determined that the demand equation for a particular book is q = -6p +…

A: The revenue function is the product of demand and the selling price per unit. To find the maximum…