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Draw a quick but accurate sketch of f(x) = √x2−4 over the interval [−4,0]. This covers...

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Advance Math

Draw a quick but accurate sketch of f(x) = √x2−4 overthe interval [−4,0]. This covers the interval of integration.

  1. Partition the interval of integration into 10 intervals. Showthis on your graph with a right or left Riemann Sum

  2. Create a table showing your interval index, i, the valuexi at which you evaluate f(x) in each interval, thevalues of f(xi) and ∆x for each interval, and thecontribution each rectangle makes toward the Riemann Sum. Evaluatethe Riemann Sum for f(x) over the integration interval using yourpartition.

Answer & Explanation Solved by verified expert
3.9 Ratings (714 Votes)
All the required formulae to solve this problem isThe definite integral in terms of Raimann Sum iswhere n is number of intervalsAlso remember thatwhere k is a constantRead all the above formulas ones again and lets start solvingthe    See Answer
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