01:640:251 Lecture 8: Lecture8

QUESTION 11 For f(x,y) = ey sin! 1x , evaluate fy at the point (π,0) O 1.fy(T,0) = 244 O 2,f/m,0) = 23 ◇ 5.fy(π,0) = 0

1 point) Compute the gradient vector fields A. f(x,y)一2x2 + 1y2 of the following functions i+ i+ C. f(x,y)-2x + 1y i+ D. f(x, y, z) 2x + ly + 4z i+ j+ E. f(x, y, z) 2x2 + 1y2 + 4z2 Vf(x,y, z)= i+ j+

Compute the gradient vector fields of the following functions: A. f(x,y) = 2x2 + 1y2 i+ i+ C. f(x,y)-2x + 1y i+ D. f(z, y, z) 2x + ly + 4z i+ j+ E. f(z, y, z) 2x2 + 1y2 + 4z2 Vf(x,y, z)= i+ j+