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The integral ∫0^1(sint / t) d t is difficult to approximate using, for example, left Riemann sums or the trapezoid rule because the integrand (sint) / t is not defined at t=0 . However, this integral converges; its value is 0.94608 …. Estimate the integral using Taylor polynomials for sint about t=0 of (a) Degree 3 (b) Degree 5 | Numerade
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[GET ANSWER] 3. [0/2 Points] DETAILS PREVIOUS ANSWERSConsider the following improper integral.∫0^∞(1)/(1 x^2) dxa. Evaluate the related proper integral with upper bound x = R.b. Evaluate the improper integral. Use ∞ if appropriate.
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