(1 point) Math 215 Homework homework7, Problem 2 Evaluate the integral Se *v5x? + 5y da...
Evaluate the integral 1 1 33x2 +3y? da JR where the region R is given by the figure with a = 3 and b = 5. (Assume the curved boundary of the figure is circular with center at the origin.) SUR į V3x2 + 3y2 dA =
Evaluate the integral Sf. 313x + 3y dA where the region R is given by the figure with a = 3 and b = 5. (Assume the curved boundary of the figure is circular with center at the origin.) S IR ŽV3x2 + 3y2 dA = (125sqrt(3)/2)tan^(-1)(3/4)
Section 16.1 Integration in T Previous Problem Problem List Next Problem (1 point) Evaluate the integral over the rectangle R = [0,7] x [0, 9]. Il 4:+5y dA = JJR Preview My Answers Submit Answers You have attempted this problem 0 times. You have 10 attempts remaining.
Evaluate the integral by making an appropriate change of variables. SE 3 sin(49x2 + 4y2) da, where R is the region in the first quadrant bounded by the ellipse 49x2 + 4y2 = 1
(1 point) Math 215 Homework homework11, Problem 3 For the parametrically defined surface S given by r(u, v) =< uv, u, v2 >, find each of the following differentials. du dv In JJf(x,y,z) ds, ds - du dv (1 point) Math 215 Homework homework11, Problem 3 For the parametrically defined surface S given by r(u, v) =, find each of the following differentials. du dv In JJf(x,y,z) ds, ds - du dv
(1 point) Math 215 Homework homework9, Problem 2 Find the gradient vector field of the function f(x, y) = -75x2 + y2. F(x,y) =
(1 point) Using polar coordinates, evaluate the integral ST sin(x2 + x>)dA where Ris the region 1 5x2 + y2 549. 1.080
Homework set 6: Problem 9 Previous Problem Problem List Next Problem (1 point) Evaluate the line integral JF d r where F (-sin z, 4 cos y, 10zz) and C is the path given by r(t) (-3t3,362,-3t) for 0 ts 1 Preview My Answers Submit Answers Homework set 6: Problem 9 Previous Problem Problem List Next Problem (1 point) Evaluate the line integral JF d r where F (-sin z, 4 cos y, 10zz) and C is the path given...
#6 Letter C, can you please explain how you got the answer. and to check the answer key says its 1/144 Math 5C- Review 3 -Spring 19 1.) Evaluate. a) (c.) Jp z cos() dA, Dis bounded by y 0, y- 2, and 1 (d.) vd dA, D is the triangular region with vertices (0,2),(1,1), and (3,2) (a.) olr+v) dA, D is the region bounded by y and z 2.) Evaluate 3.) Evaluate J p cos(r +y)dA, where D is...
Problem 6 Using Stokes' Theorem, we equate F dr curl F dA. Find curl F- PreviousS us Problem ListNext Noting that the surface is given by (1 point) Calculate the circulation, Fdr7in z - 16-x2 - y2, find two ways, directly and using Stokes' Theorem. dA The vector field F = 6y1-6y and C is the boundary of S, the part of the surface dy dx With R giving the region in the xy-plane enclosed by the surface, this gives...