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To limit a Riemann sum using an integral, the key is to find delta x and x i star. This will help determine the values of a and b as well as f of x. The sum can be factored to have three over n power. After factoring, let delta x be three over n. With b minus a equalling three, and i delta x being three i over n, f of x i star can be expressed as 3i over n. Setting x i star as zero plus i delta x, a is zero and b is three. This implies that f of x is x squared plus one. By integrating this function, the Riemann sum can be calculated effectively.
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