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oliveeagle5Lv1
6 Nov 2019
QUESTION 3 Question When using the method of Lagrange multipliers â½f = λâ½g + μâ½h to find the extrema of the function f = (4)x2 + (2), (I)22 subject to the constraints 0-g = r +y2-r-1 and 0 = h = (x-2)2 + (v-2)2-1, one has to solve a system of three equations for variables r.) There is exactly one such solution that satisfies z > 0 and has 16.22108. The value ofr +y + z + × for that solution is (A) 9.90535 (B) 2.24411 (C) 1.32064 (D) 3.685 (E) 7.0194 (F) 4.71473 (G) 8.00271 (H) 2.77668 B 0C. @D.@E. Show transcribed image text
QUESTION 3 Question When using the method of Lagrange multipliers â½f = λâ½g + μâ½h to find the extrema of the function f = (4)x2 + (2), (I)22 subject to the constraints 0-g = r +y2-r-1 and 0 = h = (x-2)2 + (v-2)2-1, one has to solve a system of three equations for variables r.) There is exactly one such solution that satisfies z > 0 and has 16.22108. The value ofr +y + z + × for that solution is (A) 9.90535 (B) 2.24411 (C) 1.32064 (D) 3.685 (E) 7.0194 (F) 4.71473 (G) 8.00271 (H) 2.77668 B 0C. @D.@E.
Show transcribed image text Reid WolffLv2
3 Jul 2019