If c is the curve given by =(1++(1++(1+(t)=(1+3sin⁡t)i+(1+3sin 2⁡t)j+(1+2sin3⁡t)k, 0≤≤≤t≤π2 and f is the radial vector field ,y, z)=++(x, y,z)=xi+yj+zk, compute the work done by f on a particle moving along c.

The composite figure is made up of a parallelogram and a rectangle. find the area. a. 76 sq. units b. 48 sq. units c. 124 sq. units d. 28 sq. units

Which of the following is the true for f(x) = 5cos

What is the distance between a and b? round your answer to the nearest tenth. a coordinate plane is shown. point a is located at negative 1, 5, and point b is located at 4, 1. a line segment connects the two points.