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A box contains ten $1 bills, five $2 bills, three $5 bills, three $10 bills, and three $100 bills. A person is charged $20 to reach into the box while blindfolded and pull out one bill. Find the person's expected average winning or profit each time the game is played. For this game to be fair, how much should the person be charged to play?
(Hint: Be sure to work this problem using "Expectation". There are a couple of ways that you can "play" with the numbers to get the following correct answer. But, the "method of solution" is very important, and you should use "Expectation". Here are the answers... but how do you get them? The player should expect to lose $4.79 per play (on average). The game should charge $15.21 to be fair. A "fair game" is when everyone "breaks" even in the end; neither party gains money!)
The number attending is 2/3 of the previous year's attendance, in what year will the attendance be less than 1/3 the original attendance
find the rate at which the water is leaking out if the water level is falling at the rate of 0.1 meter per hour.
if a one person household spends an average of $62 per week on groceries, find the maxiumum and minimum amounts spent per week for the middle 50% of one- person households. assume the standard deviation is $10 and the veriable is normally distribu..
Identical twins must be the same sex, but the sexes of fraternal twins are independent. Find What is the probability of fraternal twins
A business journal investigation of the performance and timing of corporate acquisitions discovered that in a random sample of 2,963 firms, 610 announced one or more acquisitions during the year 2000.
Consider a bivariate normal population with u1=0,u2=2,σ11=2,σ22=1,and p12=.5, write out the bivariate normal density.
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Explain what is meant by a function. Give two real-world examples of relationships that are functions and two real-world examples that are not functions.
Bonni has two simlilar rectangular boxes. The dimensions of box 1 are twice those of box 2. How many times greater is the volume of box 1 than the volume of box 2?
what is the area of each triangle to the nearest tenth. In triangle ABC, a=326, c=157,M
An urn contains 6 balls numbered 1 through 6. Suppose you draw a ball from the urn, observe its number, replace the ball, draw a ball again, and observe its number. How many outputs are in the sample space?
Evaluate the maximum revenue using cost and revenue function.
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