If D=ar/r. Calculate ∫D.ds over a hemispherical surface bounded by r=2and 0< θ< π/2.ans.π04πnone of these Previous Marked for Review Next
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Solution 1
The given function is D = ar/r. We are asked to calculate the surface integral of D over a hemispherical surface bounded by r=2 and 0< θ < π/2.
The surface integral of a vector field D over a surface S is given by ∫D.ds.
In spherical coordinates, the differential surface area element ds in terms o Knowee AI StudyGPT is a powerful AI-powered study tool designed to help you to solve study prob
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