A B od odra sion bell borg 29 D sb u sd 8. Proposition 35. Two parallelograms that have the same base and lie between the same parallel lines are equal in area to one another. 91 bos D Sib or ot asw 9lo abos oilod m m0 lohiom A YF E a Edoy 199 G AV JIV eonue nl eds biloua dgpo 930 B odma 029d0 u brs owiio 2 Hint: In the figure, let ABCD and BCFE be parallelograms, and let AD and EF lie on a line parallel 10 to BC. Show that AABE is congruent with ADCF.] 9. Proposition 37. Two triangles that have the same base Pr an No AB 12. The wh and lie between the same parallel lines are equal in area to one another. aaic as n elod sem F D A D diaiE to A simi EED= VE Vn 101:Eyd oldizivi C B dai sW [Hint: In the figure, let ABC and DBC be triangles such onsider the parallelograms

A B od odra sion bell borg 29 D sb u sd 8. Proposition 35. Two parallelograms that have the same base and lie between the same parallel lines are equal in area to one another. 91 bos D Sib or ot asw 9lo abos oilod m m0 lohiom A YF E a Edoy 199 G AV JIV eonue nl eds biloua dgpo 930 B odma 029d0 u brs owiio 2 Hint: In the figure, let ABCD and BCFE be parallelograms, and let AD and EF lie on a line parallel 10 to BC. Show that AABE is congruent with ADCF.] 9. Proposition 37. Two triangles that have the same base Pr an No AB 12. The wh and lie between the same parallel lines are equal in area to one another. aaic as n elod sem F D A D diaiE to A simi EED= VE Vn 101:Eyd oldizivi C B dai sW [Hint: In the figure, let ABC and DBC be triangles such onsider the parallelograms

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.3: Informal Geometry And Measurement

Problem 9E: Must two different points be collinear? Must three or more points be collinear? Can three or more...

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