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How to solve? b Prove that the sum T in the Trapezoidal Rule for f(x) dx is a Riemann sum for f continuous on [a,

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b Prove that the sum T in the Trapezoidal Rule for f(x) dx is a Riemann sum for f continuous on [a, b]. (Hint: Use the Inter- mediate Value Theorem to show the existence of c, in the subin- terval [Xx-1, xx] satisfying f(Ck) = (f(XK-1) + f(Xk)) /2.)

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