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Federal obligations for benefit programs and the national debt were $63.8 trillion in 2008. The cost per household ($) for various categories was as follows: Category Cost per Household ($) Civil servant retirement 15,851 Federal debt 54,537 Medicare 284,288 Military retirement 29,694 Social Security 160,216 Other 2,1722 Compute the percentage of values in each category. b. What conclusions can you reach concerning the benefit programs?
How many samples contain at least 1 rotten apple?
Find the derivative of the function.
Determine the intervals on which 'f ' is concave up and the intervals on which 'f ' is concave down. Find the values of all local minima and local maxima of 'f '. Explain why each value you find is a minimum or a maximum.
A box has 100 numbered balls in it, 30 black and 70 red. Four are picked at random. What is the probability that there are at least two red balls?
A control system has a time constant, τ ( = 1/t)), where t satisfies the equation 10e-2t = 2Sin2t + 3. Show that this equation has a solution between t = 0 and t = 1.
Use Gaussian elimination with partial pivoting to find matrices L and U such that U is upper triangular, L is lower triangular with | l_ij| = j and LU = A', where A' can be obtained from A by interchanging rows.
Using the weights of M&Ms (in g) from the six different color categories listed in Data Set 18 in Appendix B, the STATDISK results from analysis of variance using a 0.05 significance level. Identify the test statistic, critical values, and P-value...
wheat production in a given year w depends on the average temperature t and the annual rainfall r. scientists estimate
rodrigo paid for his bottle of juice with 1.25 in coins. if he used all 11 coins in his pocket what is a possible
The expected future of Achworth, which presently has 2000 residents, can be approximated by the formula y=2000(e).02t , where t is the number of years in the future.
The base of S is the triangular region with vertices (0, 0), (4, 0), and (0, 4). Cross-sections perpendicular to the y-axis are equilateral triangles.
The questions we will answer using optimization are: What dimensions should the box have, and what would be the resulting maximum volume?
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