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1. A pyramid has a square base with side 6 cm and height 10 cm. The density of the pyramid is uniform in cross-sections parallel to the base, and density (in g/cm3) across such a cross section if twice the distance (in cm) from the top of the pyramid. Compute the mass of the pyramid.
2. A circular has radius 2 and radial mass density given by ρ(r) = 4/r, Compute the mass of the plate. Discuss what happens to the density of the plate as you approach its center along a radius Compare your answers in (a) and (b). State what is interesting or unexpected Explain why what you observe is possible.
Write your suggestions to help a fellow student succeed in this course using short sentences, and arrange them in decreasing order from greatest to least important.
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The population standard deviation of the IQ test is 15 for all people in the United States. If a random sample of 225 people has a sample mean of 100, what is the 68% confidence interval for the population mean?
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Carmela opened her piggy bank and found she had $15.30. If she had only nickels, dimes, quarters, and half-dollars and an equal number of coins of each kind, how many coins in all did she have?
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