Find the dimorsions of the rectangle with the largest area thatcan be inscribedin the triangle ShownIf x qnd y represent the dimersions of the rectangle inerbed in thetrongle.Using Lagnarge multiplias metnod , the langramian (L) amesponeds to:A) L(r, y, A) = ry – (V3r +2y – 4/3).B) L(r, y, A) = ry - (r+y- 4).C) L(r,y, A) = ry – \(2/3x + 2y – 4v3).%3DD) L(r, y, A)4.ry – A(2x + 2y – 4).%3D

Here we have to use Lagrange multiplier method Suppose you want to maximize / minimize f(x,y)…

Find the dimorsions of the rectangle with the largest area that an be insoribed n the triangle shown If * qnd y represent the dimorsions of the rectangle icribed in the triangle. Using Lagnange maltiphass method, the langrmamion (L) amespords to: A) L(r,y, A) = ry – X(v3r +2y – 4/3). B) L(r,y, A) = ry – A(x+ y - 4). C) L(r, y, A) = ry – A(2/3r + 2y – 4/3). D) L(r, y, X) = 4ry - (2r + 2y - 4).

Find the dimorsions of the rectangle with the largest area that an be insoribed n the triangle shown If * qnd y represent the dimorsions of the rectangle icribed in the triangle. Using Lagnange maltiphass method, the langrmamion (L) amespords to: A) L(r,y, A) = ry – X(v3r +2y – 4/3). B) L(r,y, A) = ry – A(x+ y - 4). C) L(r, y, A) = ry – A(2/3r + 2y – 4/3). D) L(r, y, X) = 4ry - (2r + 2y - 4).

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter9: Systems Of Equations And Inequalities

Section: Chapter Questions

Problem 12T

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