Let f(x) = 1/x^2 when x is between [2,3)

= 2 when x is between [3,4]

a.) prove that f(x) is Riemann integrable on [2,4]. Given epsilon is greater than 0, find a partition P... ( i have no idea what this means. :confused: )

b.) find a continuous funciton, F(x), statisfying F(x) = integral of f(t)dt from 2 to x on [2,4]