The integral with bounds C (xyzi+y4j+(2y+z8)k) dot dr, where C is the intersection of the unit cube and the plane z=x/10+y/20+1/30; Specific which method you used.
The integral with bounds C (xyzi+y4j+(2y+z8)k) dot dr, where C is the intersection of the unit cube and the plane z=x/10+y/20+1/30; Specific which method you used.
I understand the intuition of divergence, but want to understand this part of its mechanics. Thanks
r(t) = < e5tcos(12t), e5tsin(12t), e5t > 1. Verify directly that a(t) (dot) B=0 2. What happens as t-> infinity and t-> -infinity for the curvature and...
I do not understand how to set up the following problem: "Forces of 20 lb and 32 lb make an angle of 52 degrees with each other. find the magnitude of the resultant force." An...
Determine the interior angles of triangle ABC for A(5,1), B(4, -7), and C (-1,-8)
A force, F of 25 N is acting in the direction of a = (6,1). a) Find a unit vector in the direction of a. b) Find the Cartesian vector representing the force, f, using your...
Determine the angle between vector PQ and the positive x-axis, given endpoints P(4,7) and Q (8,3)