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A baseball team plays in a stadium that holds 59000 spectators. With ticket prices at $10, the average attendance had been 5000. When ticket prices were lowered to $8, the average attendance rose to 15000.
a. Find the demand function (price p as a function of attendance x), assuming it to be linear.
b. How should ticket prices be set to maximize revenue? (round answer to nearest cent)
Using M-method solve the above LP. Does the problem has alternative optimal solution? If so, find all the alternative optimal solutions.
Law of sines.
Case Eastern Junior College awarded 26 varsity letters in crew, 15 in swimming, and 16 in soccer. If awards went to 46 students and only 2 lettered in all sports, how many students lettered in two of the three sports?
Simple linear regression equation
Find the number of units x that produce a maximum revinue R. Find the number of unites x that produce the minimum average cost per unit C.
Make a ninety percent confidence interval for the proportion.
We use the Fourier expansions of certain poynomial functions to compute the sum of some useful numerical series. The formulas are quite general and give, at the end, the Fourier expansion of every polynomial function.
Calculate the probability that a person for whom the test result is positive has the disease
You are the financial manager of a furniture company. It is your job to create supply and demand graphs that show the break-even point for the company.
Let |G| be finite and N be a normal subgroup of G. If xN is an element of G/N and has order a power of p, show that there exists a y element of G such that |y| is a power of p and yN=xN.
Run a multiple linear regression of your selecting & interpret.
Confidence interval for population proportion of drug test.
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