in the method of Lagrange multipliers where max x1,x2 k(x1,x2) subject to m(x1,x2)=0 Select all that applies: k is assumed to be at least twice continuously differentiable k is called constraint function k is called objective function m is assumed to be at least twice continuously differentiable m is called objective function m is called constraint function We are looking for (x1,x2)�1,�2 that yields the lowest value of m while satisfying k. We are looking for (x1,x2)�1,�2 that yields the highest value of m while satisfying k.

in the method of Lagrange multipliers where max x1,x2 k(x1,x2) subject to m(x1,x2)=0 Select all that applies: k is assumed to be at least twice continuously differentiable k is called constraint function k is called objective function m is assumed to be at least twice continuously differentiable m is called objective function m is called constraint function We are looking for (x1,x2)�1,�2 that yields the lowest value of m while satisfying k. We are looking for (x1,x2)�1,�2 that yields the highest value of m while satisfying k.

College Algebra (MindTap Course List)

12th Edition

ISBN:9781305652231

Author:R. David Gustafson, Jeff Hughes

Publisher:R. David Gustafson, Jeff Hughes

Chapter6: Linear Systems

Section6.8: Linear Programming

Problem 1SC: Find the maximum value of P=4x+3y subject to the constraints of Example 1. {x+y42x+y6x0y0

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		k is assumed to be at least twice continuously differentiable
		k is called constraint function
		k is called objective function
		m is assumed to be at least twice continuously differentiable
		m is called objective function
		m is called constraint function
		We are looking for (x1,x2)�1,�2 that yields the lowest value of m while satisfying k.
		We are looking for (x1,x2)�1,�2 that yields the highest value of m while satisfying k.