In class we used a geometrical argument to show that the area differential in spherical coordinates is pʻsing multiplied
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In class we used a geometrical argument to show that the area differential in spherical coordinates is pʻsing multiplied
In class we used a geometrical argument to show that the area differential in spherical coordinates is pʻsing multiplied by the product of the three differentials. Use Jacobians to algebraically derive this same result. Remember in spherical coordinates that x = p sino cose y =p sino sine p cos Feel free to use the computer to help you evaluate the Jacobian. Z =
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