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An irrigation canal has the shape of a trapezoid. Let x = the bottom width, y = the water depth, and theta = the angle of inclination of the sides from the horizontal.
a) Show that the area A = y(x|ytan(theta)) and the wetted perimeter P = x|cos(theta).
b) It is known that the best design for a fixed inclination is found by minimizing P subject to the constraint that the area A = A_0 is constant. Show that this implies that y^2 = (A_0)(cos(theta))/(2-sin(theta)).
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The hypothesized developmental differences
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Probability : Dice and Payoff c) in part a, if you bet one dollar that a sum of 10 will turn up, what should the house pay (plus returning your one dollar bet) if a sum of 10 turns up for the game to be fair?
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Probability based on normal distribution.
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What percentage of Americans earn below $20,000? What percenage of Americans earn above $ 43,000?
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