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Suppose that the probability of getting an A in a particular course is 0.08, and assume that the all student grades are independent. If you randomly sample 20 students taking the course
(a) Find the expected number of students that will get an A, and the standard deviation of number of students that will get an A.
(b) Find the probability that no student gets an A.
(c) Find the probability that at most 2 students get an A.
(d) Find the probability that between 2 and 4 students get an A.
Show the proportions that you could have used to solve for exercise #3 and #4. Let's say it takes 3000 cows to make enough footballs for one season of the NFL. If the NFL decides to make the official football a bit larger so that it now takes 3400 ..
What are some of the essential attributes of a profession, and explain some shortcomings of management making it not a fully fledged as a profession.
A bike wheel has a diameter of 85cm. In one day the bike wheel does 380 revolutions. How far has the bike cycled. Give your answer to the nearest metre.
A sum of money amounting to $6.90 consists of dimes and quarters. If there are 39 coins in all, how many are quarters?
In a school of 300 students, 105 students are in the band, 175 students are on sports teams, and 45 participate in both activities. How many students do not participate in band or sports?
A metal storage tank with a mximum volume of 1200 m^3 is to be constructed in the shape of a right circular sylinder surmounted by a hemisphere. What radial and height dimensions will require the least amount of material?
1. in the first attachment the primitive function yfx to yfx is drawn. a with help of the figure calculate
Each student is requested to upload two case studies which are based on realistic business problems or situations. Use the language and communications skills that have been acquired through out the units you have studied
1) ______ Find the intervals on which the functionf(x)=x^(2⁄3) (10-x) is increasing and decreasing. Sketch the graph of y=f(x) and identify any local maxima and minima. Any global extrema should also be identified.
Find the drawdown at a distance 100 meters from the pumping source. Find the particular solution subject to the initial condition that the drawdown at some given distance r = R from the pumping source.
what are formulae for its nth Taylor polynomial at a and its Taylor series at a? 12. What is the statement of the Error Theorem for Taylor polynomials? 1. What is the meaning of "a power series in (x - a)"?
jhon, mary,and ali have 17,12 and 10 marbels respectively what is the everage of marbels each of them have?
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