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gradescope.com C NYU Login Submit Quiz 7 | Gradescope Homework Help - Q&A from Online Tutors - Course Hero How-to: Screen Capture on a Mac (Print Screen / Screensho.. 0/3 Questions Answered Quiz 7 Q1 Surface Integral 2 Points Calculate the surface integral: JS V x3(4x+1) dS, where surface S is the parametriza z = vac over the domain enclosed by y = x2, line x = 2 and x-axis. -.-"-y= x2 -X= 2 3.5 3 2.5 2 1.5 1 Domain D 0.5 0 0.5 1.5 2 Please select file(s) Select file(s) Submit Answergradescope.com C NYU Login Submit Quiz 7 | Gradescope Homework Help - Q&A from Online Tutors - Course Hero How-to: Screen Capture on a Mac (Print Screen / Screensho... + 0/3 Questions Answered Q2.1 4 Points Let S be the same surface defined in problem 1, compute the flux: Ss F dS where vector field F = Please select file(s) Select file(s) Submit Answer Q2.2 4 Points Compute the flux of vector field F = through S, where S is the surface of z = xy over domain D enclosed by curve y = fi(x) = v|x| + v1 - x2 and y = f2(2) = Vla| - V1 - x2, and x E [-1, 1]. Domain D is shown below: 2 1.5 1 0.5 0 -0.5 -.---f(x) -f (x)gradescope.com C NYU Login Submit Quiz 7 | Gradescope Homework Help - Q&A from Online Tutors - Course Hero How-to: Screen Capture on a Mac (Print Screen / Screensho... + 0/3 Questions Answered Q2.2 4 Points Compute the flux of vector field F = through S, where S is the surface of z = xy over domain D enclosed by curve y = fi(x) = Vx| + v1 - x2 and y = f2(2) = Vla| - v1 - x2, and a E [-1, 1]. Domain D is shown below: 2 1.5 0.5 0 -0.5 --.-f(x) -f, (x) -1 -1 -0.5 0.5 (Note: look carefully with oddity(even/odd function) the integrant. It will speed up your calculation) Please select file(s) Select file(s)