1. Chords HY and EO intersect at the center ofON.Shade the region bounded by HE when secant HE intersectsON1.at the points H and E.2. KS is tangent to the circle at T. Secant KR contains P, the center ofthe circle. PR and PT are radii of the circle. Shade the sector of the2.circle bounded by TR.3. Secant SQ touches the circle at point R and S and intersects3.tangent TQ outside the circle. Draw chords TR and STto form ASRT.4.Draw. Two tangent lines intersect outside OR at point A and4.Intersect the circle at points N and O, respectively. Radii RN and ROconnect the tangent lines to the center of circle. RA connects thecenter of the circle to the point of intersection of the two tangent lines.5. Draw. Tangent RVintersects OH at A. Tangent RN intersects O Hat O. Tangent NW intersects OH at E. Tangent VWintersects OH at Y.Connect the points of intersections on the circle with the tangent lines.Name the figure inscribed in the circle using the points of intersections.Name the figure inscribing the circle using the points of intersections outside5.the circle. (Example: triangle ABC)

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1. Chords HY and EO intersect at the center ofO N. Shade the region bounded by HE when secant HE intersectsON 1. at the points H and E.

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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