-kcapm+^J6+^J8?i߯P  ~>@߮@߯p Д߮@߯ `Дe"1. Move one of the points that are on the line in the figure above. When is the height outside the parallelogram? inside the parallelogram? one of the sides of the parallelogram? 2. We know that the area of the parallelogram is A=b*h. Move one of the points on the line in the figure above. Does the length of the base or height ever change in this figure? Does the area ever change? Why? ej% ~>@ACC AŐ$ ~>@6BCYC N N #~>@2 CC@@B@Eww8Pb!PC]C D @ ~>@BD t  Д655pД C]C ej ~>@BC0645 ICC 2N m" ~>@5 <y9 O@vΪ͢ǩ] OCCCB?(\)-N " ~>@4 <x p@@*NpD6*LzCCD C?Qd  ~>@base2 `CCC]C?HV '  ~>@jJ4@CCC]C?^ ~>@m1ߚ6Д E4@ߚߚ5Дgram a base =  ! zyvd3ǀy vdz zz !84z $@ \z d3zPǀ|p~0FONT !z%v%u|z 4 zLength(Segment base) = zЈ({hz "z.@ ~  p{!,4##.D.D Ҹ{4|0 ||@ .@\|0|@4@p@HH4|0"@| '  ~>@kД 08<C><80 J`pДȀCC DDNC D? J ~>@ FI(K CC D j D  ~>@p File Apps Graphics Apps Math Apps Network AppsCC DCC?'  ~>@nlpД\PCB͐CCP"B? ' ~>@lДPPP0QpPCCCC D?ep ~>@HePHHܤe0CC n'4  ~>@mz@Д 08<O><80 VzДȀDCC坽CP"C? D  ~>@height2 `<CC DCC?ڗoOR  ~>@G[`uPД Db[@[u0Д9MCݽC D  (e ~>@m2,b 3A 3EA EBccdd , b    height =  ! zyvd3ǀy vdz zz !84z $@ \z d3zPǀ|p~0FONT !z%v%u|z 4 zLength(Segment height) = zЈ({hz "z.@ ~  p{!,4##.D.D Ҹ{4|0 ||@ .@\|0|@4@p@HH4|0"@|  ~>@of the parallelogram2 `?CݽC DC]CCCCC D  ~>@rCC DCݽC D?r  ~>@q%rHH4r^CݽC DC]C?): ~>@m3ߨ (Д E4ߨߨp(pД Area FCDG =  ! zyvd3ǀy vdz zz !84z $@ \z d3zPǀ|p~0FONT !z%v%u|z 4 zArea(Polygon FCDG) = ) = zЈ({hz "z.@ ~  p{!,4##.D.D Ҹ{4|0 ||@ .@\|0|@4@p@HH4|0"@|