y = 0.125x8x, which is shaded below. 10 T I 10 1 T 15 Let R...

  

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y = 0.125x³8x, which is shaded below. 10 T I 10 1 T 15 Let R be the region bounded by the graphs of y = 10 sin (x) and 1 25 a) Find the area of R. If you use a graphing calculator or DESMOS, then be sure to write (using proper notation) the definite integral you are evaluating. b) The line y = -13 splits the region R into two regions. Find the area of R that is below the line y = -13. You will need to use Desmos or a graphing calculator to find the points of intersections between y = -13 and the given graphs. y = 0.125x³8x, which is shaded below. 10 T I 10 1 T 15 Let R be the region bounded by the graphs of y = 10 sin (x) and 1 25 a) Find the area of R. If you use a graphing calculator or DESMOS, then be sure to write (using proper notation) the definite integral you are evaluating. b) The line y = -13 splits the region R into two regions. Find the area of R that is below the line y = -13. You will need to use Desmos or a graphing calculator to find the points of intersections between y = -13 and the given graphs.

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a To find the area of region R we need to evaluate the definite integral of the difference between the upper and lower functions with respect to x The upper function ... View the full answer