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Question: Use @RISK to draw a triangular distribution with parameters 300, 500, and 900. Then answer the following questions.
a. What are the mean and standard deviation of this distribution?
b. What are the 5th and 95th percentiles of this distribution?
c. What is the probability that a random number from this distribution is less than 450?
d. What is the probability that a random number from this distribution is greater than 650?
e. What is the probability that a random number from this distribution is between 500 and 700?
Prove that c is lim sup an if and only if there is a subsequence of {an} which converges to c, but there is no subsequence of {an} which converges to a number greater than c.
Define three long-term (more than one year out) objectives for your vocation. Define three strategies that you can use in the effort to attain these long term objectives
Calculate the real part and the imaginary part of the complex polynomial p(z)= z^3-3z. Do the same for q(z)=(|z|^2)z + zbar. (here, z= x +iy, x,y belgon to R)
Graph of a certain function is given. Using the information of transformation given in equation, determine the coordinate of a new point
Write the statement about an improper integral that, you have derived in part (a), [what the improper integral it. is; convergent or divergent; what its value is if convergent.]
A poster is to have an area of 180 in2 with 1 inch margins at the bottom and sides and a 2 inch margin at the top.
The following eight numbers can be grouped into four pairs such that the higher of each pair divided by the lower is a number of particular mathematical significance (at least to 4 decimal places).
1 imagine you are tutoring a classmate in the four algebraic processes. define each process and provide an example of
Operations Research: Duals Q. Write the dual of this problem, sketch the feasible region of the dual, and find the dual solution graphically
Define integrated marketing communications. How is it coordinated with the promotional mix?
Computer boxes are 2(1/3) feet high. How high is a stack of 14 computer boxes?
What should the diameter of the can be if the cost of the can is to be minimized.
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