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1. Show that (pi)^2 is irrational (I mean pi to the 2nd)
2. Write 12.999 as a fraction.
3. Explain why the ratio of 2 integers must always be a repeating decimal?
4. Suppose that you have a set, if you remove some things from the set, will the remaining things always contain fewer items in it than the original set ?if so why? if not show with a proof.
Could you give me one of your concise explanations with examples as to how to use them? I am struggling with the abstract aspects of this concept.
Decide whether or not the events are mutually exclusive: Having good reading skills and having good math skills.
A bacteria culture starts with 7 bacteria which multiply simultaneously every three house. If the first generation is born fromt he initial group at 12 midnight
Let m and n be positive integers with n dividing m. Prove that the natural surjective ring projection Z/mZ ->Z/nZ is also surjective on the units:(Z/mZ)^x ->(Z/nZ)^x
What is the variance of the binomial distribution of voters supporting a particular referendum? In a survey, 80% of the voters support a particular referendum. If 20 voters are chosen at random
If the annual proportion of erroneous income tax returns filed with the IRS can be looked upon as a random variable having a beta distribution with α= 2 and β = 9,
Summation and proof using mathematical Induction - Provide a careful and complete proof by induction.
Calculate the probability that the return for common stocks
Suppose f and g are functions analytic in a domain D. If z_n is a bounded sequence of distinct points in D and if f(z_n) = g(z_n) for all n, show that f(z) = g(z) for all z in D.
Evaluate the maximum revenue using cost and revenue function.
Supply and demand at $1.40 per bushel, the daily supply for oats is 850 bushels, and the daily demand is 580 bushels. When the price falls to $1.20 per bushel, the daily supply decreases to 350 bushels and the daily demand increases to 980 bushels..
Relationship between Standard error
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