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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 im sure I need to set the limit to less than or equal to and greater than or equal to the max but i dont quite know how
Any suggestions im sure I need to set the limit to less than or equal to and greater than or equal to the max but i dont quite know how