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Question: Find some conditions such that the expected value of buying a $1 lottery ticket in the New Jersey Pick-6 lottery has an expected value of more than $1. To win you have to select the six numbers drawn, where order does not matter, from the positive integers 1 to 49, inclusive. The winnings are split evenly among holders of winning tickets. Be sure to consider the total size of the pot going into the drawing and the number of people buying tickets.
consider the labeled points on the real line -21-1-10121. the second coordinate is the y-label. consider the family of
Math 121A: Homework 6. Consider the function f(x) = x(π - x) defined on 0 ≤ x ≤ π. Calculate the Fourier sine series fs and Fourier cosine series fc of f
Write the arithmetic sequence that has four arithmetic means between -20 and 20?
Find the number of edges, degrees and vertex in the above digraph and find the corresponding matrix of the digraph above.
Find the solution of Ax = B. Write it in vector form (i.e. the sum of a fixed vector and a linear combination of vectors with free variables as coefficients).
A fermi problem asks how many times a truck wheel turns in driving along the 401 highway from Windsor to London. What tools would you use to solve this problem?
1. four trucks are available to deliver milk to five groceries. the capacity and daily operating cost of each truck are
The number of new contributors to a public radio station's annual fund drive over the last ten years is. Develop a trend equation for this information, and use it to predict next year's number of new contributors.
One colored marker -red, yellow, or green - is selected and a coin is tossed. Use the counting principle to determine the number of sample points in the sample space.
Find all equilibrium points - if both populations are greater than their values at the equilibrium point, what happens to the populations?
a. Find a formula for the owl population, P. Let the input be years t since 2003.
A bag contains 13 marbles of which 10 are red. A marble is selected at random and replaced. A second marble is then selected at random. What is the probability that both marbles are red?
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