Calculus

Using spherical polar coordinates, find F for F = 2 sin() + sin() + 2 cos() .

Started by fahad

In spherical coordinates, find f for f = 3 sin() cos().

Started by jho37

In cylindrical coordinates, find F for F = r3 + rz cos() + rz sin() k.

Started by tiffannnnyyyyyy

Use Stokes's Theorem to evaluate the integral + x3y2 dy + z dz, where C is the curve of intersection ...

Started by Hungry!

Let F = (z - y) i + (x - z) j + (y - x) k. Compute the work done by the force F in moving an object ...

Started by Jipu 123

Use Stokes's Theorem to evaluate the line integral where C is the triangle with vertices oriented ...

Started by azncindy619

Evaluate , where F = y i + zx j + x2 k and C are the positively oriented boundary of the triangle in ...

Started by cool

Evaluate the line integral where C is the circle given by the parametric equations for

Started by cabate

Use Stokes's Theorem to evaluate the line integral where C is the triangle with vertices and with ...

Started by pane00

Given F = 4y i + x j + 2z k, find over the hemisphere with outward normal .

Started by tth

A certain region R in 3-space has volume 5 cubic units and centroid at the point (2, -3, 4). Find ...

Started by kwoodring

If F = x i + y j, calculate the flux of F upward through the part of the surface z = 4 - x2 - y2 ...

Started by neverstopbelieb

Use the Divergence Theorem to evaluate the surface integral where S is the part of the cone below z ...

Started by 123654777

Let C be a cone whose base is an arbitrarily shaped region in the plane z = h > 0 having area A, and ...

Started by berenicecastro

Evaluate where S is the first-octant part of the sphere of radius a centred at the origin. (Hint: ...

Started by @Brianna17

Calculate the surface integral where G = (x + y) i + (y + z) j + (z + x) k and S is the sphere with ...

Started by Marty

Use the Divergence Theorem to find the outward flux of F = across the boundary of the region

Started by Zoey63294

Evaluate F = x cos2 y i + xz j + z sin2 y k and S is the sphere of radius 3 with centre at the ...

Started by kwoodring

Find the flux of F = out of (a) the disk x2 + y2 a2, (b) an arbitrary plane region not containing ...

Started by Evvie72

Find the flux of F = 2 ex y i + ex y2 j out of the rectangle 0 x ln(3), 0 y 2.

Started by sam.t96

Find the flux of F = x i + 2y j out of the circular disk of radius 2 centred at (3, -5).

Started by MirandaLo

Evaluate clockwise around the triangle with vertices

Started by Medesa

Let C be a non-self-intersecting closed curve in the xy-plane oriented counterclockwise and bounding ...

Started by penguins

Use Green's Theorem to compute the integral clockwise around the circle of radius 3 centred at the origin.

Started by P68T

Evaluate the integral (x2) - 2y) dx + (3x - ysin(y2)) dy counterclockwise around the triangle in the ...

Started by haleyc112