Question: Let g: [ 0 , 1 ] - > R be an increasing function. Let P _ ( n ) denote the regular partition (

Let g:[0,1]->R be an increasing function. Let P_(n) denote the regular partition (i.e. the partition
where each of the subintervals has equal length)0,1 with n-subintervals. Show that
U(f;P_(n))-L(f;P_(n))=(g(1)-g(0))/(n)
Let g: [ 0 , 1 ] - > R be an increasing function.

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