& -Scapm܉P`NT<0[H .܊ mc[O`Š@0  OPUMake the triangle disappear by making one side too long. Try it for each side. Given three lengths, there is a triangle with those sides if the sum of any two of the lengths is greater than the third. Change the lengths of the three sides to get different triangles. Given three sides, there is only one triangle with those measurements.s.s.($p@PHH`/o  .܊ mc[OMisc. Network PictresRecent ApplicationsRec .Geometer's Sketchpad sketch by Susan Addingtoniles _@t DownPx)P'LINPg%.܊ mc[OMisc. Network PictresRecent ApplicationsRec $?The Triangle Inequality and The SSS Triangle Congruence Theorem$t Down  0$x) 'L  UZ% .܊ mc[OAHH3$ *CC \a  .܊ mc[OA",ܐ܏zJs2sD܏0܏L܏0Y @  side 1 = T@ ܎.܎4t܊(vh ܊G@܋܋ \@'ve4T cO܋@܎܋܋XHH܋3܋Length(Segment side 1) = ܋G@.l.`܎܎܋"H܋\܌ \ o8܌<܌ ܌ 4܌T@<܌$ ܌;fY܌<܍D3 ܍D`ds0܍$th@܌D ޔ*܎D܍"" <܍ &T u __<܍@܍@,܍t@<<@|@|$@{<Cg4 .܊ mc[Om2l9KB,C(C[HCXCvJBCXCvPC(C[  side 2 = T@ ܎.܎4t܊(vh ܊G@܋܋ \@'ve4T cO܋@܎܋܋XHH܋3܋Length(Segment side 2) = ܋G@.l.`܎܎܋"H܋\܌ \ o8܌<܌ ܌ 4܌T@<܌$ ܌;fY܌<܍D3 ܍D`ds0܍$th@܌D ޔ*܎D܍"" <܍ &T u __<܍@܍@,܍t@<<@|@|$@{<B .܊ mc[Om3Save as PICT OnlyP"@X v0  side 3 = T@ ܎.܎4t܊(vh ܊G@܋܋ \@'ve4T cO܋@܎܋܋XHH܋3܋Length(Segment side 3) = ܋G@.l.`܎܎܋"H܋\܌ \ o8܌<܌ ܌ 4܌T@<܌$ ܌;fY܌<܍D3 ܍D`ds0܍$th@܌D ޔ*܎D܍"" <܍ &T u __<܍@܍@,܍t@<<@|@|$@{<  .܊ mc[ OB",ܐ܏zJs2sD܏0܏L܏0Y @