Discuss how rich would every person be
Assume a world population of 6 billion. If you had a mol of U.S. dollar bills and equally distributed the money to all of the people of the world, discuss how rich would every person be?
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In addition, complete the table indicating the z-scores corresponding to each of the participants whose score is given. Write a brief paragraph interpreting these z-scores.
A biconvex lens consists of a focal length of 12cm. A 4cm tall candle is located 18cm in front of the lens. Determine the characteristics of the image. Employ the diagram and the lens equation.
Determine the frequencies and wavelengths of the four Lyman spectral lines of the lowest energy for hydrogen atom.
The sewage having density 1 050 kg/m3, enters and leaves the pump at atmospheric pressure and via pipes of equivalent diameter. (i) Determine the output mechanical power of the lift station.
Norah wants to purchase a mirror so that she can check on her appearance from top to toe before she goes off to work. When Norah is 1.64 m tall, determine how tall a mirror does she require?
Determine the pH of a solution prepared by mixing the2.50 g of hypobromous acid, HOBr and .750 g of KOH in the water where Ka HOBr = 2.5x 10^9
Assume we have a population of scores with mean (µ) of 975 and standard deviation (s) of 15. Suppose that the distribution is normal. Provide answers to the following questions:
Determine the comet's speed at its perihelion (closest approach to the Sun) where its distance from the Sun is around 8.2 x 10^10 m?
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