Do you know that?Given the points on a line, the line can be divided into parts which we call subsets of a line.RaySegmentRayOverviewRfigure 1Line segmentA line segment is part of a line that has two endpoints. Line segment RO orOR, line segment RB or BR, line segment RI or IR, line segment OB or BO, linesegment Ol or 10 and line segment BI or IB are line segments in the given figureabove. In notation, we write RO or OR, RB or BR, RIor IR, OB or B0, OTor lo andBTor TB.Rayfigure 2A ray is also a part of a line but has only one endpoint, and extends endlesslyin one direction. We name a ray by its endpoint and one of its points. (See igure 2)From the figure we define it as ray RF and we can also name it as ray LF. In nota-tion, we write RF anc LER. It is not correct to name it as ray FR or ray LR becausewe always sta. un na.ng it at the endpoint.Activity (PERFORMANCE TASK 1)Illustrate the statement below and answer the following questions.Line b consists of the points M, A, T, H respectively. Indicate the line segments and rays.Illustration of the line.1. Aside from MA or EM, give at least 2 line segments on line b.2. Aside from line ray MA, give at least 2 rays on line b.

Given: The line b consist of the points M, A, T, H respectively. To find: line segment and rays. 1)…

Illustrate the statement below and answer the following questions. Line b consists of the points M, A, T, H respectively. Indicate the line segments and rays. llustration of the line. 1. Aside from MA or D. give at least 2 line segments on line b. 2. Aside from line ray MA, give at least 2 rays on line b.

Illustrate the statement below and answer the following questions. Line b consists of the points M, A, T, H respectively. Indicate the line segments and rays. llustration of the line. 1. Aside from MA or D. give at least 2 line segments on line b. 2. Aside from line ray MA, give at least 2 rays on line b.

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

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

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

Chapter5: Similar Triangles

Section5.2: Similar Polygons

Problem 11E: a Does the similarity relationship have a reflexive property for triangles and polygons in general?...

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