Part 2 find the lapican of the function in problem 1

-cos(x) + sin(y) - (cos(x) - sin(y))

sin(x) + cos(y) + sin(x) - cos(y)

Test

laplacian

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1Part 1, find the gradient of this function. f(x,y) = cos(x) + sin(y)
1. A
2. B
2Part 2 find the lapican of the function in problem 1
1. A-cos(x) + sin(y) - (cos(x) - sin(y))
2. Bsin(x) + cos(y) + sin(x) - cos(y)
3The lapican definiton is the divergence of the gradient of f?
1. AVerdadero
2. BFalso
4A hamonic function is a lapican function that at most points is equal to 0?
1. AVerdadero
2. BFalso
5the lapican is high where all of the neighbors are what?
1. Ahigher
2. Blower
3. Cthe same

Descripción: (week 11) multaviarible calculus Test sobre laplacian, creado por jason wheeler el 16/10/2017.
Autor: jason wheeler
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Etiquetas: multaviarible calculus week 11
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