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Explain this problem with a graph to understand and explain it step by step.
a) Show that if G is a 2-connected graph containing a vertex that is adjacent to at least three vertices of degree 2, then G is not hamiltonian.
b) The subdivision graph S(G) of a graph G is that graph obtained from G by replacing each edge uv of G by a vertex w and edges uw and vw. Determine, with proof, all graphs G for which S(G) is hamiltonian.
Calculation of a Laplace Transform from first principles
Find the validity of following argument form.
Probability: Credit Card. Credit card companies have aggressively solicited new accounts from students who are new homeowners. Suppose that a sample of 150 new homeowners indicated the following information as to whether they possessed a Visa Card
The one percent level of significance
A recent data showed that 78% of the statistics students pass the class. If we randomly select 20 statistics students, what is the probability that exactly half of them would pass?
What is the total defect rate? I came up with 6%. A randomly selected product was defective. What is the probability that it came from Plant A?
Ace Computer store receive laptops from 3 different computer vendors. Ace receive 20% of laptop, from B 40% and 40 % from vendor C. The probability of receiving a defective laptop from A is .01, B, .02 and C, .08.
Find the fraction interms of LCM using given fraction - Evaluate the fraction in terms of LCM
Q. solve using simplex method, Hence using the sensitivity analysis, find the new optimal solution of the LPP if the availability of the second constraint is changed from 11 to 15
Which of the following points is on the line defined by the equation, Y = 4X + 2?
I want to prove that a population mean is not 150. Use an alpha of 5 percent & set up the full, detailed, five step hypothesis test. Suppose when the sample 200 is taken the sample standard deviation is ten & the sample mean is 151.77.
Evaluate formulae for the coefficients -Hint: Use the linear transformation
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