PK capm^@)ժ)ժ h!H 7 ɼ hx@0zv q*S~Move the points A, B, and C around in the right triangle ABC. Look at the lengths of the three sides in the right triangle. Which side is always the longest? Is this ALWAYS true? Look at several different triangles to test your conjecture.y` S(y` Jv y`0K 7 ɼ B_@a@_ @:. CC0 " Sh 7 ɼ A0@ J`CA   7 ɼ ja`@gha _xCACC0?*w 7 ɼ m2ŀPg E4`0g}"8K0~  m {S:AB} = 3; ;d;h <4$@34@/| 43;0  '_'_; F ` FONTLength(Segment AB) = p( *D@ ;;U P  2pP .p.p**4 34  D!*D@; 4nHH42mP@< 2 9'  7 ɼ kgx0J4   lCC1C:C/?{, 7 ɼ  CHH_@0CxC1 9EV 7 ɼ m4@g E4 אpg`|dx8a8  m{!:A}ABC = 3; ;d;h <4$@34@/| 43;0  '_'_; F ` FONT Angle(ABC) = t AB) = p( *D@ ;;U P  2pP .p.p**4 34  D!*D@; 4nHH42mP@< 2 |  7 ɼ m8|<?>=<CxC1CA?N  7 ɼ l8|@A 8`N |0@@ 8`N CC0CxC1?+8w 7 ɼ m3`pg E4G@ΰPgAH SQ`  m {S:CA} = 3; ;d;h <4$@34@/| 43;0  '_'_; F ` FONTLength(Segment CA) = p( *D@ ;;U P  2pP .p.p**4 34  D!*D@; 4nHH42mP@< 2  v 7 ɼ m1Pg E40`gH 1`8`  m {S:BC} = 3; ;d;h <4$@34@/| 43;0  '_'_; F ` FONTLength(Segment BC) = p( *D@ ;;U P  2pP .p.p**4 34  D!*D@; 4nHH42mP@< 2