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Let a be the permutation (1 2 3) in A_4. What is the order of the element (3, 7, a) in the group U(10) direct product Z_42 direct product A_4.
Suppose a machine has three independent components with Exp(.1) lifetimes. Compute the expected lifetime of the machine if it needs all three components to function properly
Make a 95 percent confidence interval on the variable age.
George has decided that a distribution of data is cubic, that is it has the general form of a function "f(x)=x^3" if the point on the curve that should be at (0,0) is found at (-3,7) and the point.
Are the following examples linear transformations from p3 to p4? If yes, compute the matrix of transformation in the standard basis of P3 {1,x,x^2} and P4 {1,x,x^2,x^3}.
Compute the inverse of matrix A below, and use this to express A as a product of elementary matrices
Show that a function f is measurable IF AND ONLY IF there exists a sequence (f_m) of set functions such that f(x)=lim f_m(x) for almost all x.
Find the critical value at the 0.05 level of significance for a goodness of fit test if there are 6 categories?
Find a definite integral that represents the arc length of the curve over the indicated interval and observe that the length cannot be evaluated with the techniques studied so far
The length of the diagonal of a rectangular billboard.
Find an 85 percent confidence interval
Step by step process in solving the following question. Using matrix algebra techniques, find a general solution of the system:
What happens if the first shot is intentionally missed? What is the better strategy shooting the deadliest one or the weakest one?
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