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A candy machine in a school has d different kinds of candy. Assume (for simplicity) that all these kinds of candy are equally popular and there is a large supply of each. Suppose that c children come to the machine and each purchases one package of candy. One of the kinds of candy is a Snackers bar. What is the probability that any given child purchases a Snackers bar? Let Yi be the number of Snackers bars that child i purchases, so that Yi is either 0 or 1. What is the expected value of Yi? Let Y be the random variable Y1 + Y2 + ··· + Yc. What is the expected value of Y? What is the expected number of Snackers bars that is purchased? Does the same result apply to any of the varieties of candy?
At a game tournament, 1008 people are divieded into teams of 6. how many teams can be formed?
question 1 a firm has an opportunity to invest 80000 today that will yield 92000 in one year. if the interest rates are
What is the probability that the mean height of your sample is between 69 and 71 inches?
The volume of a rectangular prism is given by the formula V = lwh. What are the general dimensions of the prism if the volume is 6x3 +9x2 - 6x? You will not have an exact dimension but rather an expression that represents them.
the management of xyz corporation is considering relocating the corporate office to a new location outside the capital
Let G be a graph with p vertices and p-1 edges. Prove that G is a tree iff any p-1 rows of the incidence matrix are linearly independent over Z/(2) (integers modulo 2).
How many days is the percentage of infected people a maximum ? What is the maximum percent of the population infected and the percentage of infected people reaches a maximum after how many days .
Transform the equation to standard form and find the center and radius of the circle:
Find the probability that the committee has exactly two accountants.
The main problem is to find β in this equation: F(u) = ωu(u-β)(1-u)
Describe a different set of conditions that can be used to create a secure 5 character password. Determine the total number of possible passwords that can be created using your conditions.
What is your advice to return to the equilibrium situation?
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