3. The figure above is a cuboid. HF and EG intersect at X while DBand AC intersect at Y.Ea) Name the projection of point G on the plane ABCD.b) Name the projection of the line segment GA on the planeHDCG.c) Name the distance between point H and the plane ABFE.d) Name the angle between line segment GA and the planeaВАВCD.e) Name the angle between planes HFBD and EFBA.

?As per our company guidelines we are supposed to answer ?️only first 3 sub-parts. Kindly repost…

Answered: 3. The figure above is a cuboid. HF and…

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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A) Find the cosine of the angle between the lines x-2y=1 and 2x+y=3 B) Fine the cosine of the angle between the planes 2x+y+z=1 and x-y-z=-1
H. For this question, make sure to type your answers using proper notation, symbols, capitalization as needed, and include the word "Point" or "Plane" accordingly. 1) Name three points that are not collinear. 2) Name two opposite rays. 3) Give another name for JH- 4) Name two different planes that contain Hi. 5) Use Desmos Geometry tool to sketch two planes that intersect with each other at a side. Label your planes using the points on each plane. Save your image/drawing and include it here with your work check. DELL
Q3) (E.G.) If BAC is an angle such that B=(1,2,3) and E=(2,1,3) are belonging to one side of the angle; while C=(0,5,5) and F=(2,7,9) are belonging to the other side of the angle.. Then the equation of the plane of the angle BAC is: A) x+ z=y B) x+y=z C) x=2y D) x=2z E) N.A. Q4). (H.G.) Let ABCD be a quadrilateral having two right angles at B and C. Then it may be:A) m(BAD)=2 m(ZADC)=120° and DC=12, AB=6. B) m(BAD)=2 m(ZADC)=118° and DC=6, AB=12. C) m(BAD)=2 m(ZADC)=110° and DC=AB=12. D) m(ZBAD)=2 m(ZADC)=110° and DC=12, AB=6. E) m(ZBAD)= m(ZADC)=120° and DC=2AB.
c) The equations for the plane below is: 4 X 3. 1 N 41 1 1 2 IN 07 4 Y
H. Use the diagram to the right to answer questions 3-4. В C. 3) Name a line on plane M. A M 4) Sierra says another name for plane M is ABC. Explain why Sierra is wrong, and provide an alternate name name for the plane that is correct. For questions 5-6: Sketch a labeled picture of the figure described. 5) Draw line m with points A and B on the line. 6) Draw plane K with points E, F, and G on the plane.
rays with endpoint B. 7) Name a pair of opposite rays. 8) Give another name for CD. H. Use the diagram to the right to answer questions 9-15. 9) Name the intersection of PR* and HR* . 10) Name the intersection of plane EFG and plane FGS. D. 11) Name the intersection of plane PQS and plan HGS. 12) Are points P, Q, and F collinear? Are they coplanar? Explain your answers. 13) Are points P and G collinear? Are they coplanar? Explain your answers. 14) Name three planes that intersect at point E. 15) Compare collinear points and coplanar points. Must collinear points also be coplanar? Must coplanar points also be collinear? Explain.
Given are the following two lines:(picture)a) Show that the two lines do not intersect.b) Calculate the distance between the two lines.c) Give the plane that is parallel to line 1 and contains line 2 in parameter form and inHessian nomal form. Explain your construction in words.
Which of the following equations best describes the circle illustrated in the figure. The symbols a, b, c, d, and e are nonzero constants a) ax? + by? + cx + dy + e = 0 b) ах? + ay? + сх + dy + e %3D0 с) ах? + ау? + сx + dy 3D 0 d) аx? + ay? +с %3D0 е) ах? + ay?+ сx + e %3D 0 у. If the point of intersection of the curve with the x-axis is 3, write the equation indicating the corresponding values of a, b, c, d, e.
In the rectangular coordinate system, consider the point A(2, -3). Then find point B if points A and B have symmetry with respect to a) the y-axis b) the x-axis c) the origin

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