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Calculus: A Complete Course ¦ Adams, Essex ¦ 8th Edition
Question List for "Calculus: A Complete Course"
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Calculus
»
Verify that the vector field F = (2xy2z2 - sin(x)sin(y)) i + (2x2yz2 + cos(x)cos(y)) j + (2x2y2z + ...
Started by
dejastew
25
May 27, 2021
Calculus
»
Find the surface area of the part of the cylinder x2 + y2 = 2y that lies in the first octant and ...
Started by
saliriagwu
70
May 27, 2021
Calculus
»
Compute the divergence for the vector field F = (xy + xz) i + (yz + yx) j + (zx + zy) k.
Started by
Engineer
25
May 27, 2021
Calculus
»
True or False: F = F for any sufficiently smooth vector field F.
Started by
V@ndy87
27
May 27, 2021
Calculus
»
Compute curl F for F = (x - z) i + (y - x) j + (z - y) k.
Started by
frankwu
31
May 27, 2021
Calculus
»
Find the flux of F = x i + 2y j out of the circular disk of radius 2 centred at (3, -5).
Started by
MirandaLo
44
May 27, 2021
Calculus
»
Find the flux of F = xi + yj + zk upward through the hemisphere x2 + y2 + z2 = 1, z 0.
Started by
casperchen82
30
May 27, 2021
Calculus
»
Use Green's Theorem to compute the integral clockwise around the circle of radius 3 centred at the origin.
Started by
P68T
35
May 27, 2021
Calculus
»
Verify that the vector field F = x2 i + (1 - xy) j - xz k is solenoidal, and find a vector potential ...
Started by
skymedlock
30
May 27, 2021
Calculus
»
Calculate the flux of F = x3 i + y3 j + z3 k outward across the surface of the sphere x2 + y2 + z2 = a2.
Started by
frankwu
44
May 27, 2021
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