## MortelBOX

### BOX Of Vectors     # Give Examples Formula Illustration Two Dimensional Vector Fields F X Y Following Propertie Q

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Question Give Examples-a Formula And An Ilgraphicration-of Two-dimensional Vector Fields F (xy) With Each Of The Following Properties. You Could Do The Ilgraphicrations By Hand Or In Mathematica. (a) The Direction Of F Is Constant But The Magnitude Is Not Constant. (b) The Magnitude F Is Constant But The Direction Is Not Constant. This overview introduces the basic concept of vector fields in two or three dimensions. Vector fields in two dimensions. A vector-valued function dlvfR2 rightarrow R2 can be visualized as a vector field. At a point (xy) we plot the value of dlvf(xy) as a vector with tail ancgraphicd at (xy) such as in the following figure. Example Sketch the gradient vector eld for f(xy) x2y2 as well as several contours for this function. Soln The gradient vector eld for this function is f 2xi2yj Recall that the contours for a function are nothing more than curves dened by f(xy) k for various values of k.So the contours of function f(xy) are dened by the equation x 2y k

Calculus 2D vector field formula Write a formula for a two-dimensional vector field which has all vectors parallel to the x-axis and all vectors on a vertical line having the same magnitude. Answer Save. 2 Answers. Relevance. Anonymous. 7 years ago. Favorite Answer Write a formula for a two-dimensional vector field . F F(xy) u(xy) v(xy) u i v j where (ij) are unit vectors in That may not make a lot of sense but most people do know what a vector field is or at least theyve seen a sketch of a vector field. If youve seen a current sketch giving the direction and magnitude of a flow of a fluid or the direction and magnitude of the winds then youve seen a sketch of a vector field. Write a formula for a two-dimensional vector field which has all vectors of graphicgth 5 and perpendicular to the position vector at that point. Answer Save. 3 Answers. Relevance. 1. Lv 7. 7 years ago. Favorite Answer. F(xy) -yi xj and F(xy) yi - xj are both vector fields with vectors perpendicular to the position vector at that point but their graphicgths are determined by the

Write a formula for a two-dimensional vector field which has all vectors parallel to the x-axis and all vectors on a vertical line having the same magnitude. V vector Get more help from Chegg. Get 11 help now from expert Calculus tutors Solve it with our calculus problem solver and calculator If you can figure out the divergence or curl from the picture of the vector field (below) you doing better than I can. Applet loading Example three-dimensional vector field. 1) Such a transformation law is called contravariant . A similar transformation law characterizes vector fields in physics specifically a vector field is a specification of n functions in each coordinate system subject to the transformation law (1) relating the different coordinate systems. Vector fields are thus contrasted with scalar fields which graphicociate a number or scalar to every Again the gradient vector at (xyz) is normal to level surface through (xyz). Directional Derivatives For a function zf(xy) the partial derivative with respect to x gives the rate of change of f in the x direction and the partial derivative with respect to y gives the rate of change of f in the y direction.