Question

Use the Lagrange method to find the constrained ends of the LaTeX function: f \ left (x, \: y \ right) = x + 3yf (x, y) = x + 3 and that they are on the LaTeX curve: x ^ 2 + y ^ 2 = 10x 2 + y 2 = 10.

Write your answer of the restricted ends in the form LaTeX: f \ left (a, b \ right) = cf (a, b) = c

If there is no restricted maximum or restricted minimum, write NE

Pregunta 4 10 pts Utilice el método de Lagrange para encontrar los extremos restringidos de la función f (x, y) = x + 3y que están sobre la curva x2 + y2 = 10. Escriba su respuesta de los extremos restringidos de la forma f (a,b) = C Si no hay máximo restringido o mínimo restringido escriba NE Máximo restringido Mínimo restringido

Answer 1

method. To find Marm and Minium restriction Given foyda fcryy)= x+3y igen, y = w ty? Solution B fm = dgn and fy - dag 'AXO 7 $a dj > 3=240 Methal By Langrrange's = > 1 = 2x2

=16, Putting plaf y2 = 16 get y=30 Wf gu² =10 - low = 10 n-1 - n - fi > y=f3 (1,3) and (1,3) are The points (13) Matin um is at at (-1,-3) is Minimum
Maximum value=10 and Minimum Value= -10