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The minimum and maximum eigne values of matrix are -2 and 6.What is the other eigen value. 

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Related questions

(5) Find the absolute maximum and minimum values of the function f(x) = ln(+2+1) on the interval f-1,1). (A) The minimum value is y = Ină), and the maximum value is y = In 3. (B) The minimum value is y = In(1) = 0, and the maximum value is y = In 3. (C) The minimum value is y = ln (), and f has no maximum value. (D) f is not continuous on (-1,1], so it doesn't have a maximum and minimum. (E) None of the above.

(6) Find the absolute maximum value and the absolute minimum value of the function (3) = +cos r on the closed interval [0,7). (Note: this means you should find the y-value of the maximum and minimum.) ((A) The absolute maximum value is 7-1, and the absolute minimum value is 1. (B) The absolute maximum value is , and the absolute minimum value is 1. (C) The absolute maximum value is 7, and the absolute minimum value is 0. (D) The function has no absolute maximum and no absolute minimum. (E) None of these.

Let, where f is the function whose graph is shown.

  1. At what values of x do the local maximum and minimum values of g occur?

  2. Where does g attain its absolute maximum value?

  3. On what interval is g concave downward?

  4. Sketch the graph of g.

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