Vertices of a tree
Describe that the vertices of a tree can be colored with two colors so that each edge is incident on vertices of different colors.
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Consider the following transportation problem, 1. Develop an ititial feasible solution using the northwest corner mehthoe. Compute the total cost for this solution
Operation research, Given the following information Activity Duration (in days) 1-2 8 1-3 4 2-4
Assume f(x) is a polynomial with integer coefficients of degree 2013 and f(0)=1. If f(3) is a divisor of 2013, what's the largest possible value of f(3) can take?
Find out the resultant of the forces acting on the hook-shaped member shown. Locate the resultant with respect to B and C. The problem isn't listed with the rest in the book.
Write down the system of inequalities corresponding to the graph of feasible set. Determine the coordinates of the vertices A, B, and C, of the feasible set. Discuss algebraic work for determining the vertices.
Compute the greatest common divisors d(x) of the following polynomials f(x),g(x) in the field F[x] and express d(x)=s(x)f(x)+t(x)g(x) for appropriate s(x), t(x) in F[x]: c. f(x)=(x^2)+1, g(x)=(x^2)-i+2, F=C (complex numbers) d. f(x)=(x^2)+2x+2, g
Mention all the irreducible polynomials in Z 2 [x] of degree less than or equal to 4. Factor f(x)=(x^7)+1 bar as the product of irreducible polynomials in Z 2 [x].
Three hundred students attended dedication cerimony of a new building on a college campus. THe president of the traditionally female college announced a new expansion program, which included plans to make the college coeducational. The number of s
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