Determine height of empire state building
The angle of elevation to the top of empire state building in New York is 11degrees from ground at the distance of 1 mile from the base of building. Using this information, determine height of Empire State Building.
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Assume that gambler plays a $1 game 7 times. In each game, his probability of winning is 20 percent. If he wins, he gets $4 prize. He gets nothing if he loses. To profit on games (i.e. win more than he gambled), he should win at least twice. What
Systematic lies by respondents are sometimes managed with Warner Randomized Response Model. Provide an example to illustrate how this might help.
Investment of $9000 with the certain computer company in 1995 grew to $250000 in 1998. Suppose investment grew continuously, find annual growth rate?
A box contains ten chips. The chips are numbered 1 through 10. Otherwise, the chips are identical. From this box, we draw one chip at the random, and record its value. We then put the chip back in the box. We repeat this procedure two more times,
A parts store sells both new and employed parts. 60% of the parts in stock are employed. 61% are used or defective. If 5% of the store's parts are defective, what percentage is both employed and defective? Solve using a Venn diagram.
You and a friend decided to get your cars inspected. You're informed that 72% of cars pass inspection. If the event of your car passing is independent of your friend cars passing, Determine the probability of both cars passing?
You and the friend decided to get your cars inspected. You're informed that 72% of cars pass inspection. If the event of your car passing is independent of your friend cars passing, What is the probability of at least one car passing?
Was there essentially a time during each trip when monk was in exactly same place on both days? Why or why not? Assume monk walked faster on second day, and got back at 9 AM. What is the answer to part (a) in this case?
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