Homework SourseFieldxy mx y nx y with rotFieldx y Dnx y x Dmx y y with t
Field[x,y] = {m[x, y], n[x, y]}, with
rotField[x, y] = D[n[x, y], x] - D[m[x, y], y]
with the extra property that
rotField[x,y] > 0
for every x and y.
The net flow of F[x,y] = {m[x, y], n[x, y]} along any closed curve without loops is :
A. clockwise
B. zero
C. None of these.
D. counterclockwise
E. impossible to determine from the information
rotField[x, y] = D[n[x, y], x] - D[m[x, y], y]
with the extra property that
rotField[x,y] > 0
for every x and y.
The net flow of F[x,y] = {m[x, y], n[x, y]} along any closed curve without loops is :
A. clockwise
B. zero
C. None of these.
D. counterclockwise
E. impossible to determine from the information
Solution
E. impossible to determine from the information![Field[x,y] = {m[x, y], n[x, y]}, with rotField[x, y] = D[n[x, y], x] - D[m[x, y], y] with the extra property that rotField[x,y] > 0 for every x and y. The ne](/WebImages/2/fieldxy-mx-y-nx-y-with-rotfieldx-y-dnx-y-x-dmx-y-y-with-t-965141-1761498830-0.webp "Field[x,y] = {m[x, y], n[x, y]}, with rotField[x, y] = D[n[x, y], x] - D[m[x, y], y] with the extra property that rotField[x,y] > 0 for every x and y. The ne")
