IV. Use the proposition to sketch the axis of the glide reflection dead in the figure. e Proposition: If line b intersects lines a and e only at distinct points C and A, respectively, then the axis of the glide reflection a, contains the feet of the perpendiculars to a and c from A and C, respectively. Definition of foot of a perpendicular: For a given line I and point P, if we draw a line through P perpendicular to I, then this line will intersect I at point Q. The point Q is called the foot of the perpendicular line.

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter12: Angle Relationships And Transformations
Section12.5: Reflections And Symmetry
Problem 20E
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IV. Use the proposition to sketch the axis of the glide reflection dead in the figure.
Proposition: If line b intersects lines a and e only at distinct points C and A, respectively,
then the axis of the glide reflection 0,00, contains the feet of the perpendiculars to a and
c from A and C, respectively.
Definition of foot of a perpendicular:
For a given line I and point P, if we draw a line through P perpendicular to I, then this line
will intersect I at point Q. The point Q is called the foot of the perpendicular line.
V. Prove the following: (20)
2. If a is an involution, then ßaß- is an involution for any transformation B.
Transcribed Image Text:IV. Use the proposition to sketch the axis of the glide reflection dead in the figure. Proposition: If line b intersects lines a and e only at distinct points C and A, respectively, then the axis of the glide reflection 0,00, contains the feet of the perpendiculars to a and c from A and C, respectively. Definition of foot of a perpendicular: For a given line I and point P, if we draw a line through P perpendicular to I, then this line will intersect I at point Q. The point Q is called the foot of the perpendicular line. V. Prove the following: (20) 2. If a is an involution, then ßaß- is an involution for any transformation B.
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