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sanderson manufacturing produces ornate decorative wood frame doors and windows. each items produce goes through 3 manufacturing processes: cutting, sanding, and finishing. each door produced requires 1 hour in cutting, 30 minutes in sanding, and 30 minutes in finishing. each window requires 30 minutes in cutting, 45 minutes in sanding, 30 minutes in finishing. in the coming week Sanderson has 40 hours of cutting capacity available, 40 hours of standing capacity, and 60 hours of finishing capacity. assume that all doors produced can be sold for a profit of $500 and all windows can be sold for a profit of $400. Formulate an LP model for this problem. sketch the feasible region. what is the optimal solution?
0 2 4 1 3 5 (imagine the vertical sets of numbers are surrounded by a large parenthesis, as it is in a binomial expression)
Calculate the ambiguity function of a signal with an envelope u(t) = Bexp(-t^2)T^2). What should be the value of B that will make the signal of the unit energy?
In your opinion, is a transformation needed? Explain your response. If you believe a transformation is needed, conduct the transformation.
A regular hexagon is divided into 6 equilateral triangles. he altitude of each triangle is 6cm. What is the perimeter of the hexagon?
We are learning Rolle, Lagrange, Fermat, Taylor Theorems in our Real Analysis class. We just finished continuity and are now studying differentiation.
find the probability that his or her birthday is not in May. If a person is randomly selected, find the probability that his or her birthday is not in May.
The surface area S of a right prism is given by S = 2B + Ph. The length of a rectangle is five times its width. If the area of the rectangle is 500m², find its perimeter.
Consider a bivariate normal population with u1=0,u2=2,σ11=2,σ22=1,and p12=.5, write out the bivariate normal density.
The probability of both receiving and not receiving an F. The grade distribution is as follows for the past three (3) years for a course in college algebra, as shown below.
Hypothesis testing for single mean.
Suppose that S and T are sets of size m and n, respectively. Choose a representation of these sets that makes it possible to implement Intersection(S,T), which returns S ? T , in time O((m + n) log m). Explain how the intersection is found and arg..
You are standing on a hotel balcony 30 feet up from the ground. You want to throw your key to someone standing outside the hotel on the ground. You throw it angled upward with an initial velocity of 55 ft/sec. Assume that the acceleration due to g..
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