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Let V be a circle lying in S. Then there is a unique plane P in R^3 such that p / S = V ( / = intersection).
What is the difference between natural and clamped Cubic Splines?Solve the following problems with a clear explanation.
Prove that if p is a polynomial with real coefficients, and if z ? [z1 ,z2,...] is a (complex) solution of P(E)z = 0, then the conjugate of z, the real part.
Systems of Inequalities from Word Problems and Maximizing Profit.A furniture company displays bedroom sets which require 21 square meters of space
Linear programming problem:Graphical solution.Your company makes two sizes of globes, large and small.
Show that a Mobius transformation T satisfies T(0) = infinity and T ( infinity) = 0 if and only if Tz = az^-1 for some a in C ( C is complex plane).
The Warner Corporation has three branch plants with excess production capacity.Formulate a linear programming model for this problem.
Develop a table giving each of the CPF solutions and the corresponding defining equations, BF solution, and nonbasic variables.
Let f = u + iv be an analytic function on an open connected set G in C ( C = complex plane) where u and v are its real and imaginary parts.
Find the volume of the solid bounded above by z=x^2 and abounded below by the region enclosed by y=2-x^2 and y=x.
What is the optimal solution and total profit?Suppose the profit per gallon of banana changes to $1.00.
Management wants to know how many units should be produced in each week to minimize the total cost of meeting the delivery schedule.
Provides a report on Linear programming which comprises of: Abstract, History,Need few solved problems
Show that the stereographic projection preserves angles by looking at two lines l1 and l2 through the point z in the complex plane.
Transportation Model and Linear Programming.Need help with the following problem, am stuck trying to set it up correctly.
Briefly explain why the use of integer variables creates additional restrictions but provides additional flexibility.
Determine whether the following equations real or complex solutions; justify your answer.
The table also shows the availablilities and requirements. Find the best shipment of coal cars to minimize the total miles traveled by the cars
In an equilateral triangle, the height is equal to half the base times the square root of three, an irrational number.
Find the values of the complex conjugate roots for the equation x^3 + 3X^2 +2 = 0.
Linear Programming-Maximizing Profit Furniture Unlimited has the capability to manufacture desks, cabinets, and chairs.
Solve log(2x + 3) = log(4x) + 2, for x giving the answer correct to 3 significant figures.
Whenever proportional changes are made to all the unit profits in a problem, the optimal solution will also change proportionally
Perform the following complex number multiplication and write the answer in standard form: (-3+3i)(2-i)
Mr. Davison has been operating a small bicycle shop at the same location near Aspen, Colorado for 50 years.