3. Let f be continuous and non-negative on the interval [a, b]. The area of the...

   

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3. Let f be continuous and non-negative on the interval [a, b]. The area of the region bound by the graph of f, the x-axis, and the vertical lines x-a and x=b using Riemann Sum is: Area = limf(c)Ax, where c, is the right end point and Ax₁ = C₁-C₁₁. Using this definition and an i=1 appropriate formula for c,, find the area if f(x) = 3√√x and interval is [0, 8]. Show complete work. 3. Let f be continuous and non-negative on the interval [a, b]. The area of the region bound by the graph of f, the x-axis, and the vertical lines x-a and x=b using Riemann Sum is: Area = limf(c)Ax, where c, is the right end point and Ax₁ = C₁-C₁₁. Using this definition and an i=1 appropriate formula for c,, find the area if f(x) = 3√√x and interval is [0, 8]. Show complete work.

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Given fx 3 dxi 32 a b 08 Ax ba 80 006 ... View the full answer