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Given a normal distribution of u (mean of the binomial distribution)=103 and a(standard deviation of the binomial distribution)=20 and a sample of n=16, What is the probability that the mean of X is between 90 and 90.5?
P(90<X<91.5)= (rounded to four decimal places)
For every adult ticket sold, the school can donate $5.00 to charity. A total of 512 tickets are sold 0.5 of them are adult tickets. How much money can the school donate?
does the production function exhibit the property of diminishing marginal productivity of labor?
A volcano fills the volume between the graphs z=0 and z=1/(x^2+y^2)^14 and outside the cylinder x^2+y^2=1. Find the volume of the volcano.
Develop an algebraic equation with clearly defined variables to represent the cost/yield of each option. We are aloud to make up any numbers that we want.
Integral of e^(2x)*cos(3x)dx, what are you determining factor in choosing which to set to what?
Describe (in words) two different sets of people containing you as a member. Describe (in words) the complement of each set. Describe what people are not in either the original set or the complement set.
A printed poster is to have a total area of 603 square inches with top and bottom margins of 4 inches and side margins of 3 inches. What should be the dimensions of the poster so that the printed area be as large as possible?
closed box with a square base has to have a volume of 3000 cubic inches. Find a function for the surface area of the box.
The monthly charge for a waste collection service is 30 dollars for 90 kg of waste and is 49 dollars for 190 kg of waste.
In a school of 420 students, 147 students are in the band, 245 students are on sports teams, and 63 participate in both activities. How many students do not participate in band or sports?
The decision variables, Need a physical explanation as to why X37 = 400, X78 = 0, and X48 = 400. I need for these computer generated numbers to make sense and be able to justify them
Use the discriminant to determine whether the following equations have solutions that are: two different rational solutions; two different irrational solutions
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