# Study the diagram. The line $l$ is perpendicular to line $m$(a) $\mathrm{Is} \mathrm{CE}=\mathrm{EG}$ ?(b) Does PE bisect CG?(c) Identify any two line segments for which PE is the perpendicular bisector.(d) Are these true?(i) $\mathrm{AC}>\mathrm{FG}$(ii) $\mathrm{CD}=\mathrm{GH}$(iii) $\mathrm{BC}" AcademicMathematicsNCERTClass 6 #### Complete Python Prime Pack for 2023 9 Courses 2 eBooks #### Artificial Intelligence & Machine Learning Prime Pack 6 Courses 1 eBooks #### Java Prime Pack 2023 8 Courses 2 eBooks To do: We have to study the diagram and answer the given questions. Solution: The line $l$ is perpendicular to line $m$. From the figure, (a)$CE = 2$units and$EG = 2$units This implies,$\mathrm{CE}=\mathrm{EG}$(b)$CE = 2$units,$EG = 2$units This implies, PE bisects CG. (c)$DE=EF=1$unit and$PE$is perpendicular to$DFCE=EG=2$units and$PE$is perpendicular to$CG$This implies, PE is the perpendicular bisector of line segments DF and CG. (d) (i)$AC = 2$units and$FG = 1$unit This implies,$AC > FG$(ii)$CD=1$unit and$GH=1$unit This implies, $\mathrm{CD}=\mathrm{GH}$ (iii)$BC = 1$unit and$EH = 3$units This implies,$BC < EH\$

Updated on 10-Oct-2022 13:34:39