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2) Assume that a 20mm by 20mm section of tissue was placed on top of a Cartesian plane with its center at the origin. The darker, shaded areas found on the tissue sample satisfy x+1 the rational inequality - -> 0. x² -9 a) Sketch a graph of the function x+1 f(x)= x² -9 by hand. Shade the region(s) of the graph that b) satisfy the inequality to reveal the light and dark regions of the biopsy noted by Dr. Philips.

2) Assume that a 20mm by 20mm section of tissue was placed on top of a Cartesian plane with its center at the origin. The darker, shaded areas found on the tissue sample satisfy x+1 the rational inequality - -> 0. x² -9 a) Sketch a graph of the function x+1 f(x)= x² -9 by hand. Shade the region(s) of the graph that b) satisfy the inequality to reveal the light and dark regions of the biopsy noted by Dr. Philips.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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2) Assume that a 20mm by 20mm section of tissue was placed on top of a Cartesian plane with its center at the origin. The darker, shaded areas found on the tissue sample satisfy x+1 the rational inequality· >0. x² -9 a) Sketch a graph of the function x+1 f(x) = x² -9 by hand. Shade the region(s) of the graph that b) satisfy the inequality to reveal the light and dark regions of the biopsy noted by Dr. Philips. 10 2 1. -10 -1 -1 10 -10 17
Transcribed Image Text:2) Assume that a 20mm by 20mm section of tissue was placed on top of a Cartesian plane with its center at the origin. The darker, shaded areas found on the tissue sample satisfy x+1 the rational inequality· >0. x² -9 a) Sketch a graph of the function x+1 f(x) = x² -9 by hand. Shade the region(s) of the graph that b) satisfy the inequality to reveal the light and dark regions of the biopsy noted by Dr. Philips. 10 2 1. -10 -1 -1 10 -10 17
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