Consider the Riemann sum , where for , Rn = Σ √xk . delata x . where x k = 1+ 3k/n for k = 0,1,2,...n and delta x and is the length of each subinterval , as usual. ∆x [xk-1 ,xk ] State the definite integral represented by .limit n approching infinity Rn Then, evaluate this integral usin lim g FTC, part 2.
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