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Probability (Normal Approximation)
A pollster wishes to know the percentage p of people in a population who intend to vote for a particular candidate. How large must a random sample with replacement be in order to be at least 95 % sure that the sample percentage is within one percentage point of p.
What happens if the first shot is intentionally missed? What is the better strategy shooting the deadliest one or the weakest one?
The included angle of the two sides of contant equal length s of an isosceles triangle is Z degrees. Show that the area of the triangle is given by A = 1/2s^2 sin Z
Please show in detail how to solve the following area problem. Let R be the region bounded by the graphs of f(x) = 4 - x^2/4 +8x
Compare your approximation with the acutal value of the tangent of 1/4 radian as shown on a calculator.
MCIS 502 Mathematics in computing, Using members of the set {1, 3, 4, 5, 7, 8}, the next larger P(6,3) permutation after 342 is 343
Apply the product limit method to determine the survival function
Two factors are extraneous if their effects on the response variable cannot be distinguished from one another.
Find the derivative of f(x)= (3-4x^2)/(x^2-x-6) and then determine intervals of increase/decrease,local max and min values and points of concavity or inflection.
Let 'y' be the value of a house (in thousands of dollars), 'x' is the years after it is purchased. Some pairs of values are listed in the table below.
Let R1 and R2 be two rays with a common vertex with an angle strictly less than pie(3.14). Construct the angle bisector ray B. In the setting of the previous problem, if you were given R1 and B, how would you construct R2?
Compute the mean & the standard deviation of the total amount that this investor in 1 year from these four investments.
Provide a logical explanation for this relationship (Hint: consider n objects as consisting of n-1 existing objects plus a new nth object.
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