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Question: 1. There is at least one bipartite graph pictured in Section 3.3. Identify one; is it complete?
2. Draw K7, C8, and P10.
3. Draw two 2-regular graphs on ten vertices, one of which is connected and one of which has two components.
4. What is the length of a smallest cycle in the Petersen graph?
5. Draw a bipartite graph with nine vertices.
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Out of 5000 policies for cell phones, a company received 585 claims. The average amount paid on the claims was $80. If the annual cost of the policy was $48, what was a customer's expected value of the cell phone insurance policy?
What was the average gas mileage obtained by each car in a family there are two cars. The sum of the average miles per gallon obtained by the two cars in a particular week is 50.
The EPA wants to test whether the data support the conclusion that the mean level is less than 15 ppb. Calculate the appropriate test statistic to test the hypotheses.
For the following solve. Applied Calculus. Must show all work
Two trains leave stations 448 miles apart at the same time and travel toward each other. One train travels at 85 miles per hour while the other travels at 75 miles per hour. How long will it take for the two trains to meet?
Find parametric equations for the line from the point P = (2, -3) to the point Q = (-4,12) along which a particle moves at a constant speed in 3 seconds.
What is the fraction of the chemical that is absorbed with each breath by the animal? Your answer for α should be written as a decimal, not as a percent.
Suppose the population standard deviations for men and for women both were about 100. Construct a 95% confidence interval to estimate the difference in the population mean scores on this event for men and women.
Suppose Fn ↑ F∞ and Yn → Y∞ in L1. Show that E(Yn|Fn) →E(Y∞|F∞) in L1
There are 45 participants in the triathlon. The first three finishers will receive prizes. How many ways can the three prizes be given?
Solve the equation 3x = x(2 - x) + 3 graphically. First, collect all terms on the left of the equal sign. This gives x2 + x - 3 = 0. We then let y = x2 + x - 3.
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