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1) Find the x-coordinate of the absolute maximum for the function f(x)=(3+9ln(x))/x x>0
2)Find the x-coordinate of the absolute maximum for the function f(x)= 2xln(x)-9x , x>0
3)Find the absolute maximum and absolute minimum values of the function f(x)=x^3+6x^2-63x+11
(A) Interval = [-8,0]. Absolute maximum = Absolute minimum =
(B) Interval =[-5,4] . Absolute maximum = Absolute minimum =
(C) Interval =[-8,4] . Absolute maximum = Absolute minimum =
Suppose that X and Y are continuous random variables with joint pdf (probability distribution function). Please give step-by-step process for solving the following problem.
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If H and K are subgroup of G, with K a normal subgroup of G, K intersect H=1 and KH=G, then G is called a semidirect product (or split extention) of K by H.
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The symmetric group S_3 operates on two sets U and V of order 3. Decompose the product set U x V into orbits for the "diagonal action" g(u, v) = (gu, gv), when.
The different scenarios and their probabilities are An urn has 2 one dollar bills, one 5$ bill and one 10$ bill. A player draws one bill at a time with out replacing them until a ten dollar bill is drawn, then the game stops.
A computer network consists of six computers. Each computer is directly connected to at least one of the other computers. Show that there are at least two computers in the network that are directly connected to the same number of other computers
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