Find the potential of a uniformly charged disk
Find the potential V of a uniformly charged disk of radius b with a hole in it of radius a at a point P that lies a distance x along the center axis of the disk. Then, using V, find the E-field at this point.
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Compare the means for the skewed distribution again and note any changes. Describe the shape of the distribution of sample means for each distribution. Discuss how this applet increased your understanding of the Central Limit Theorem
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Determine at steady state the instantaneous rate of heat transfer, in Btu/h per ft^2 of surface area, and the temperature in degreeR, at the interface between the brick and the insulation.
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