l.a. FinD F SUCH THAT F=of IF F = {2xy-2x+ 22, 2y-2x2) b. FIND THE WORK...
l.a. FIND F SUCH THAT F= vf IF F = (2xY-2, x+22, 24-2X=) b. FIND THE WORK DONE UNDER IN MOVING A BODY PROM (-3,-2-D TO (1,2,3)
l.a. FIND F SUCH THAT F=F F F = {zxy-, X+22, 24–2x22 b. FIND THE WORK DONE UNDER IN MOVING A BODY FROM (-3,-2-0 TO (1,2,3) 2. FIND THE UPWARD FLUX OF = $*,Y,Z) ACROSS: A. x+y+z=,=20 AND b. z=1-xe-yz, z>0
a.Find f such that F vector= f, If F vector =<2xy-z^2, x^2+2z, 2y-2xz> b.Find the work done under F vector in moving a body from (-3,-2,-1) to (1,2,3) Please be detail thanks. We were unable to transcribe this imageWe were unable to transcribe this image
Find the work done by the force field F(x, y,2)= <2ay - :, x° +23, 2y-2x > in moving an object from point A(-3,-2,-1) to point B(1,2,3) along the following paths: a line segment followed by the arch of a cycloid, followed by the top half of a parabola, and followed by another line segment at the end. Evaluate for full credit. (9 pts)
Find an integrating factor for (2xy^2)dx + (2x^2y+x^2y^2)dy = 0
15. (2xy + y^2 ) dx + (2xy + x^2 − 2x 2y^2 − 2xy^3 ) dy = 0
2. A) Calculate the work done by the field } = (x² - y2,-2xy) when moving an object from the origin to the point (1, 2) along the path C: x = t?, y = 2t. B) Use a Theorem from 16.3 to determine whether or not F = (x2 - y2,-2xy) is a conservative vector field. C) Deduce the work done by the field } = (x2 - y2,-2xy) moving an object from the point (1, 2) to the...
1a) If z=f(x,y), with x=e^t, y= t^2+3t+2, upsidedown delta f=(2xy^2-y, 2x^2y-x) find z’(t) at t=0 b) parametrize surface (y-2)^2+(z-3)^2=4 Please answer asap for thumbs up, thanks
5 Use the Divergence theorem to find the outward flux. a. F(a, y,z)-(6x2+ + 2xy, 2y + xz, 4x2y); G: The solid cut from the first octant by the cylinder x2+y - 4 and the plane 3. (In(x2+Уг),-2z arctan(y/x), z (x2 +y2); G:The solid between the b. F(r, y, z) Vx + y*); G: The solid between the cylinders x2 + y.2 1 and x2+ y2 2, -1szs4. c Fxy)-(2xy', 2x'y, -): G: The solid bounded by the cylinder x?1...
8. Find the work done by the force field F(x, y) = 3i + (2y)j on a particle moving along the line segment that runs from (1,3) to (3,9).