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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 C) x=2y D) x=2z E) N.A. B) x+y=z

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 C) x=2y D) x=2z E) N.A. B) x+y=z

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.1: Rectangular Coordinate Systems
Problem 33E
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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.
Transcribed Image Text: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.
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