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Each hour, vehicles pass a certain point on a highway in accordance with a Poisson distribution. The expected number of vehicles that pass during the hour is four. Assume that one half of all passing vehicles are trucks, and one quarter are sports cars. Find the probability that, in a given hour, the passing vehicles include exactly two trucks and exactly one sports car. There is no restriction on the number of vehicles other than trucks and sports cars (so, for example, the event of two trucks, one sport car and seven other vehicles would satisfy the given condition).
What is stock and what is bonds? What does it mean to be a stock holder? Why does a company issue stock?What is common stock? What is preferred stock
a semicircular plate 14 feet in diameter sticks straight down into fresh water with the diameter along the surface. Find the force of the water on side of the plate. The weight-density of water is 62.4 lb/ft^3.
Draw the unit circle and plot the point P=(3,2). Observe there are TWO lines tangent to the circle passing through the point P. Answer the questions below with 3 decimal places of accuracy.
The height of a ball (in feet) t seconds after it is thrown straight upward is determined by h(t)=16t^2+48t+7. How long did it take the ball to hit the ground?
Probability: Credit Card. Credit card companies have aggressively solicited new accounts from students who are new homeowners. Suppose that a sample of 150 new homeowners indicated the following information as to whether they possessed a Visa Card
the abc company has a large order for special uniforms to be used in an urgent operation. working the normal two shifts
Elena's daughter sold 78 boxes of Girl Scout cookies. She was told that this amount represented 20% of the troops sale. How many boxes did the troop sell?
What are the four categories of financial ratios? Choose one category (excluding liquidity ratios) and list and describe the various ratios in that category. What do the calculated numbers mean for these ratios?
On what dates of April, 2001 did Wednesday fall?
Let X be a path-connected space and suppose that every map f: S^1 --> X is homotopically trivial but not necessarily by a homotopy leaving the base point x_0 fixed. Show that pi_1(X,x_0) = 0.
A bag contains $780 in nickels, dimes, and quarters. Of the total number of coins in the bag, 10 percent are dimes, 20 percent are nickels, and the rest are quarters. If there are 400 dimes in the bag, how much does the bag weigh?
the following question is based around the three trigonometric identitiescos2x sinx 1 1 tan2x sec2x 1 cot2x
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