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A poll asked the question, "What do you think is the most important problem facing this country today?"Twenty-one percent of the respondents answered "crime and violence." The margin of sampling error was plus or minus2 percentage points. Following the convention that the margin of error is based on a 95% confidence interval, find a 95% confidence interval for the percentage of the population that would respond "crime and violence" to the question asked by the pollsters.
Objective question based on probability distribution.
to prove that the minimal spanning tree in graph is unique.suppose you have n video streams that need to be sent one
in a class election with 3 candidates, the winner defeated the other three by 17,18,25 votes. if 100 votes were cast, how many votes did the winner receive.
Transportation problem: Cost minimization, Three quarries produce lime which is then shipped to five warehouses
Stephanie bought eighteen pens, some black and the rest blue, for $8.22. The blue pens cost $0.06 more than the black pens. The number of blue pens that she bought was as close as possible to the number of black pens that she bought. What was the ..
Using a suitable change of variables, find the solution of (1/4)y''-((4z 2 +3)/(4z))y'+(z 2 +1)y=z 4 e (2z) , y(0)=y(1)=0.
Suppose three fair coins are flipped. Find the probability for each of the following events. Exactly two coins are tails.
dimensions of a rectangle where its length is 11 more than its width. If the lenght was doubled and width decreased by 5 the area would be increased by 72 in squared what are the length and side eimdension.
the outer dimensions of a picture frame are 25 inches by 20 inches. if the area inside the picture frame is 266 square inches, what is the width w of the frame?
Describe geometrically the meaning of the double integral ∫∫C (x2 + y2) dA, where C is the circle of radius 2 centered at the origin. (Draw a picture if words fail you.) Then compute the value of this integral.
Using one of the tests for convergence (comparison, limit, integral, nth term, etc.), show whether the following series converges or diverges:
Find the tangential and normal components of the position vector p(t) =
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