Recent content by Hunterelite7

  1. H

    Is the Limit of the Integral of a Function Equal to its Maximum Value?

    the function is just vague f(t) and the max is the maximum of |f(t)| between [0,1]
  2. H

    Is the Limit of the Integral of a Function Equal to its Maximum Value?

    ok so how do I show the opposite or that the function is greater than or equal to the max
  3. H

    Is the Limit of the Integral of a Function Equal to its Maximum Value?

    im sorry I am having a hard time folowing yor terminology is there any way to rephrase
  4. H

    Is the Limit of the Integral of a Function Equal to its Maximum Value?

    I am trying to prove that the Limit as p approaches infinity of {integral from 0 to 1[|f(t)|^p dt]}^(1/p) is in fact equal to the max of |f(x)| between [0,1]. Any suggestions I am sure I need to set the limit to less than or equal to and greater than or equal to the max but i don't quite...