ࡱ> n\@e!DWQ|+װģC JfPNG  IHDR##NPLTE 𻻻 (XvntRNS#]bKGDH5IDATxIr$!Qm%2D`dx!(<՘m Tc111Hf>I4D#'>M4{DHf rG77YKԇge./k 5XDHw jFj{Q+R]ZCԆv'&{ U܍~DHv$F{'Q-Rի]*jKTTfg*$do$bw $`"$O H3R"T>(<=(:<(8;(t?:(t;9(t= wE(QASA[HAZHA^At-\ ލ J^ J~ ~  * C"UH#F:t0aH#F:t0aH#F:t0aH#F:t0aH#F:t0aH#F:t0aH#F:t0aH#F:t0aH#F:t0aH#F:t0aH#F:t0aH#F:t0aH#F:t0aH#F:t0aH#F:t0a !TC(T(TOO)߷N)N)R_RRWR7RwҽJ%tfAt'HHHHȜ]TT_Tt(Tf(]$ )H@ ԃ*͑jx1R5EܾզH=zw"կ^p;ͫ_nԲxӭnxR-Ajܺ&HK=y ay,Գp0Rߺ=EܶעH}[{ "q9$æ?C,u)$Ӟ !ִ|^ɸ"H%mߗ@2h}E64OcA\s11zCEreʤH^m79"5h:$&M乘ߨ\r5ZæAru$HK}'y =qO|iB#Eπ"Ygj6]IENDB`n@ ¯\! VZ: aml5*y;PNG  IHDRrmPLTE@ @ @@@@@``@``@@@@ @ @ @ @@ @ @ ` `@ ` ` @ @ @ @ @@@@@@ @ @@ @ @@@@@@@@@@`@`@@`@`@@@@@@@@@@@@@@@@@@@@``@``` ` @` ` `@`@@`@`@````@``````@````@````@````@``@ @ @@@@@``@``@@@@@ @ @@@@@``@``@@@@@ @ @@@@@``@``@@@@@ @ @@@@@``@``@@@@0tRNSS%bKGDHIDATxْ EQ;"oWy{.d{?* &mY-46??>>&UpӫڌSm{Fy=]է8,ga$꩷W=z޽zWO>wX=ݖڏwJDO=NFz'SOޙPU=ȱrb=tCգxu7x?{MZF5Sytd^ >2B}f^>tƪ[[ʻƬ;7W,z +^{]uyuU5Gu.L$,+D~q'sE)dyp ! rIahqb D\_/Yh:zG?>ч r}]j}V[y[1w1}'F9:5ϋ>pZE7Emx#5M>jZD4Okk}T6̈>d'D1[%}U>^+GG.gR}0V>X#~P#>CV>T%F){+,} *,}r%GBL+,}i*,}yr"GO};-}:=}&GSR;1={"GTtz2zvz.zHxGGiM箁e.-ڱ{+TEK;l[mn>u*$Gܱ-_$zתqޅ1[!9CZ]rćl#>ry9C G|p_rć@.oy!G\ 9⒖rE-&G\ֲ#.፸ru[ WƆ WFl]}~{k}_0w ruۺ[1iw)n?!<Ǽ}ٽu Ww Ya\39_d;A=|yKgǯ1oru'1\l9c^Uܵ!WY01/CW!f(K*,yA䘟V|{!w\t ' K5C1߯b, #| yU1l(9^JrߪwV/X;? 1֓c+ yOM| s0NF.,55Vfr[!o]uonqWomsU!o*]7}:Ѻf<״ݷzy;~[{\% _N.7a\PEbt?]Veux]Oe+]Z}$;z3]QZ6ܮ>FS}fe $.>8O>Ɠ\ýMBn+MEnE&$:oӒ[Nu-"-z[o#X0o %1:GoJ=%!7zoCncx[*r۲z2oKHn-'֫2[zboKNn-깽-?թ)ȭWҦcIMG{yd䶥>Gny۔>JnO-4S1d$IENDB` (   D)0258,3,Isosceles TriangleH,4257,2,Equilateral TriangleD-0258,3,Isosceles TriangleJ.6260,5,Right-Angled Triangle@/,259,4,Scalene Triangle:0&261,6,Quadrilateral21262,7,Rectangle,2263,8,Square.3265,10,Oblong:4&264,9,Parallelogram45 266,11,Trapezium06267,12,Rhombus*7268,13,KiteB8.269,14,Regular Pentagon@9,270,15,Regular Hexagon@;,272,17,Regular Decagon.<273,18,CircleDO0258,3,Isosceles Triangle2P262,7,Rectangle,Q263,8,Square:R&264,9,Parallelogram4S 266,11,Trapezium0T267,12,Rhombus*U268,13,Kite:V&261,6,Quadrilateral,W263,8,Square,X263,8,Square:Y&264,9,Parallelogram2[262,7,Rectangle:\&264,9,Parallelogram0]267,12,Rhombus:^&261,6,Quadrilateral2_262,7,Rectangle,`263,8,Square0a267,12,Rhombus2c262,7,Rectangle,d263,8,Square:e&264,9,Parallelogram:f&261,6,Quadrilateral:g&261,6,Quadrilateral:h&264,9,Parallelogram:i&261,6,Quadrilateral:k&261,6,Quadrilateral@,271,16,Regular Octagon@,272,17,Regular Decagon`/ 0DTimes New Roman8b8bDb0hbhb~0DArialNew Roman8b8bDb0hbhb~0"  (d  @n?" dd@  @@``  g   @  Cvg' / -%" &   %&/Xb$|+װģC Jfb$Z: aml5*y;H       A@ A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||0 f!o@` kg4jdjdtb~0lbxppp@ <42d2dv8b<4KdKdv8b? % Properties of 2-D Shapes $<  Equilateral Triangle Isosceles Triangle Right-Angled Triangle Scalene Triangle Quadrilateral Rectangle Square Oblong Parallelogram                     ,00-0'0'(.0(=0=>/0>N0NO00O\0\]10]f0fg20gm0mn30nt0tu40u0rEquilateral TrianglesIsosceles TriangletScalene TriangleuRight-Angled Trianglev Quadrilateralw RectanglexSquarey Parallelogramz Oblong{  Trapezium| Rhombus} Kite~ Regular PentagonRegular HexagonRegular OctagonRegular DecagonCircleEND OF PRESENTATION  Pb  ` ̙33` ` ff3333f` 333MMM` f` f` 3>?" dd@$|?" dd@  " @ ` n?" dd@   @@``@n?" dd@  @@``PR    @ ` ` p>> =(    6Dv P v V Click to edit Master title style! !   0v  v RClick to edit Master text styles Second level Third level Fourth level Fifth level!     S   0v `` v Y*    0dv `  v [*    0v `  v [*    s *@a  www.numeracysoftware.com$(2      s *d@a >(2  B  s *޽h ? ̙3333 numeracy.pot `X0( zL l  C JaI a l  C DKa  a   0Ka p   p^Trapezium Rhombus Kite Regular Pentagon Regular Hexagon Regular Octagon Regular Decagon Circle__                  50 0 60 070080'0'(90(707808G0GH;0HP0PW0WX<0X^0^_H  0޽h ? ̙33   Y Q @D (  Dl D C aP  a R D N?P ,$D 0- D Ta ?ppv,$D 0 uCAll three sides are the same length and all three angles are equal.D 2DB D  f D>?b"T,$D 0B D@  fXD>?M,$D 0B D  `D>? uu\ ,$D 0 D Tća ? p @,$D 0 @ Key Features 2   D Ta ?p0 ,$D  0 FLines of Symmetry? 2  D TDa ? p0 ,$D  0 HRotational Symmetry? 2  D Ta ?` p ,$D  0 8Three. 2  D Tda ?` p ,$D  0 :Order 3. 2   D  `A=GwH ?Z 8 ,$D 0 D@  `A=GwH ?X  ,$D 0 D  `GwH ?s#,$D  0 D B?&@00H D 0޽h ? ̙3333     HT ( s Hr H S $l}P  } R H N?F ,$D 0 H Tl} ?ppv,$D 0 g5A triangle with two equal sides and two equal angles.6 26B H  fD>?@_,$D 0B H@  frD>?O,$D 0 H Tr} ? p @,$D 0 @ Key Features 2   H Tr} ?@p` ,$D 0 FLines of Symmetry? 2  H Ts} ?p p ,$D  0 HRotational Symmetry? 2  H Tt} ? p ,$D  0 6One. 2  H Tdt} ? p ,$D  0 7None. 2  H  `9G*qHS ? ]# ,$D 0 H@  `9G*qHS ? !' ,$D 0 H B?%@00H H 0޽h ? ̙3333o      L ( p@`  Lr L S t}P  { + L T{ ?ppv,$D 0 sAA triangle with three different sides and three different angles.B 2B L T{ ? p @,$D 0 @ Key Features 2  L T${ ?@p` ,$D 0 FLines of Symmetry? 2  L T{ ?p p ,$D 0 HRotational Symmetry? 2  L TdJ{ ? p ,$D 0 7None. 2  L T$K{ ? p ,$D 0 7None. 2 L      BC DEF  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||  @`,$D 0 L B?%@00H L 0޽h ? ̙3333P   P(  Pr P S E{P  a   P TA{ ?p0,$D 0 R A triangle with one right-angle.! 2! P TD@{ ?p ,$D 0 @ Key Features 2  P T$z ? P ,$D  0 FLines of Symmetry? 2 P T$z ? P ,$D  0 HRotational Symmetry? 2v P TMz ? P  ,$D  0 \Only if it s an isosceles triangle - one line./ 2/O0" P TNz ?P,$D 0 7None. 2b  P N?eO ',$D 0  P N?S),$D 0C  P NdHz ?P ,$D 0 -Can a Triangle be Right-Angled and Isosceles?. 2.)0#,  P N$Iz ?0 PP ,$D 0 6Yes. 2R P N?p0 ,$D 0B P N?ph ,$D 0B P  fD>? w7e ,$D  0B P@  fD>? l ,$D  0 P B?%@00H P 0޽h ? ̙3333   TE(  Tr T S zP  z  T TDz ? 0,$D 0 JA shape with four sides. 2 T Tz ?  ,$D 0 @ Key Features 2  T Tz ? `,$D 0 FLines of Symmetry? 2 T Tz ? ` ,$D 0 HRotational Symmetry? 2 T Tz ? 0 ,$D 0 a/It depends on what sort of quadrilateral it is.0 20 T TDz ?   ,$D 0 a/It depends on what sort of quadrilateral it is.0 20 T      BCCDEF  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||C2 @`34 ,$D 0 T Nz ? ,$D 0 SNames of Special Quadrilaterals 2 N T Ndz ? P,$D  0 <Rectangle, Square, Parallelogram, Trapezium, Rhombus, Kite. $= 2;P0 Q0 R0 S0"+T0-4U06: T B?%@00H T 0޽h ? ̙3333  D< ,X( <4 Xr X S zP  { e X Tz ?p,$D 0 KA quadrilateral with four right-angles. Opposite sides are the same length.L 2LV0 X Tz ?`p ,$D 0 @ Key Features 2  X Tdz ? p@,$D  0 FLines of Symmetry? 2 X T$z ? p ,$D 0 HRotational Symmetry? 2@ X Tz ?pp ,$D  0 &Two, unless the rectangle is a square.' 2'W0%D X TDz ?@ p` ,$D 0 *Order 2, unless the rectangle is a square.+ 2+X0#)5  X N?{ ? P) ,$D 0 Is a Rectangle a Parallelogram? 2 Y0*  X N?{ ? P,$D 0 x8Yes, because both pairs of opposite sides are parallel. $9 27  X N?` ,$D 0  X N?`V6,$D 0 X N?`6,$D 0 X N?* V ,$D 0 X N?(  ,$D 0l  p X p,$D 0B X S ~Dp?pB X S ~Dp? B X c ZDp?` `,$D 0z  p  X  p,$D 0B !X S ~Dp?pB "X S ~Dp? B #X c ZDp?  ,$D 0 l  'X,$D 0B $X  `D>?,$D 0B %X  `D>?,$D 0B &X  fZD>?p PP ,$D  0z  (X `,$D  0B )X  `D>?,$D 0B *X  `D>?,$D 0B +X  fZD>?PP,$D  0 ,X B?%@00H X 0޽h ? ̙3333  C;0$$\( s \r \ S HzP  } V \ Ta ?p,$D 0 <A quadrilateral with four equal sides and four right-angles.= 2=k0 \ Ta ?p ,$D 0 @ Key Features 2  \ TĊa ?p,$D  0 FLines of Symmetry? 2 \ Ta ?p,$D 0 HRotational Symmetry? 2 \ Ta ?p,$D  0 7Four. 2 \ Tte ?pp ,$D 0 :Order 4. 2 .  \ N4e ?  ,$D 0 |Is a Square a Rectangle? 2[0d  \ Ne ?  ,$D 0 tYes, because it s a quadrilateral with four right-angles. "; 29  \ N?` ,$D 0  \ N?,$D 0  \ N?,$D  0 \ N?` ,$D  0 \ N?` ,$D  0z  p \ ,$D 0B \ S ~Dp?pB \ S ~Dp? B \ c ZDp? ,$D 0z  p \ ,$D 0B \ S ~Dp?pB \ S ~Dp? B \ c ZDp?` ` ,$D 02 \ NTe ?  ,$D 0 Is a Square a Parallelogram? 2\0( \ Ne ?  ,$D 0 v8Yes, because both pairs of opposite sides are parallel. "9 27, \ Nte ?  ,$D 0 zIs a Square a Rhombus? 2]0\ \ Ne ? ,$D 0 lYes, because it s got four sides all the same length. "7 25B \  `D>?```,$D 0B \  `D>?``,$D 0B \  fD>?pPP,$D 0B \  fD>?PP ,$D 0B  \  `D>?```,$D 0B !\  `D>?``,$D 0B "\  fD>?pPP,$D 0B #\  fD>?PP ,$D 0 $\ B?%@00H \ 0޽h ? ̙3333  ph `( , `r ` S dFaP  a d ` TFa ?p,$D 0 JA quadrilateral with opposite sides that are parallel and the same length.K 2K^0 ` TGa ?p ,$D 0 @ Key Features 2  ` TDHa ?p ,$D 0 FLines of Symmetry? 2 ` TIa ? p ,$D  0 HRotational Symmetry? 2 ` TdIa ?0 p`6 ,$D 0 "`Only if it s a rectangle, a square or a rhombus.1 21_0`0"a0(/ ` T$Ja ?P pp,$D  0 :Order 2. 2 vr ` N?PP   p `#  `01,$D 0B ` S ~Dp?pB ` S ~Dp?   p `#  `,$D 0B ` S ~Dp?pB ` S ~Dp? B ` c ZDp?PpP,$D 0B ` c ZDp?   ,$D 0 ` B?%@00H ` 0޽h ? ̙33339  Pdy(  dr d S čaP  z l d T$a ?p0,$D 0 "A rectangle which is not a square.# 2#c0 d0! d Ta ?p ,$D 0 @ Key Features 2  d Ta ?p,$D 0 FLines of Symmetry? 2 d Tda ? p ,$D  0 HRotational Symmetry? 2 d TĐa ?p0 ,$D  0 6Two. 2 d TFz ? p ,$D  0 :Order 2. 2 3  d NGz ? P) ,$D  0 Is an Oblong a Parallelogram? 2e0*  d NHz ? P,$D  0 x8Yes, because both pairs of opposite sides are parallel. $9 27  d N?` ,$D 0  d N?`V6,$D 0  d N?`6,$D 0 d N?* V ,$D 0 d N?(  ,$D 0z  p d  p,$D 0B d S ~Dp?pB d S ~Dp? B d c ZDp?` `,$D 0z  p d  p,$D 0B d S ~Dp?pB d S ~Dp? B d c ZDp?  ,$D 0 d B?%@00H d 0޽h ? ̙33332  `hr(  hr h S IzP  z O h TIz ?,$D 0 5A quadrilateral with just one pair of parallel sides.6 26f0 h TJz ? ,$D 0 @ Key Features 2  h TdKz ? ,$D 0 FLines of Symmetry? 2 h T$Lz ? 0 ,$D  0 HRotational Symmetry? 22 h TLz ?0 `P ,$D 0 zHOnly if it s an isosceles trapezium.% 2% h TDMz ?`  ,$D  0 7None. 2$ h      BCDEF"  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||0@`P` ,$D 0B h S ~Dp?@PP,$D 0B h S ~Dp?p ,$D 0 h TG ?0 P  ,$D 0B h c ZDp?0 0 ,$D  0B h c ZDp?  ,$D  0 h B?%@00H h 0޽h ? ̙3333m  p!l(  lr l S dNzP  z @ l T$Oz ?p0,$D 0 &A quadrilateral with four equal sides.' 2'g0 l TOz ?p ,$D 0 @ Key Features 2  l TPz ?p,$D 0 FLines of Symmetry? 2 l TdQz ? p ,$D  0 HRotational Symmetry? 2 l TQz ?p0 ,$D  0 6Two. 2 l TRz ? p ,$D  0 :Order 2. 2 3  l Ndz ? P) ,$D  0 Is a Rhombus a Parallelogram? 2h0*  l Nz ? P,$D  0 x8Yes, because both pairs of opposite sides are parallel. $9 27B l N?@ ,$D 0  p l# X,$D 0B l S ~Dp?pB l S ~Dp? B l c EDp?12,$D 0  p l# XCD ,$D 0B l S ~Dp?pB l S ~Dp? B l c EDp?  ,$D 0B l@  `D>?; Y0 ,$D 0B l@  `D>? },$D 0B l@  fZD>?_R,$D 0B  l@  fZD>?/  ,$D 0 !l B?%@00H l 0޽h ? ̙3333  7/%p( 8k@ pr p S A{P  { Z p T$B{ ?p,$D 0 @A quadrilateral with two pairs of adjacent sides that are equal.A 2Ai0 p TB{ ?p ,$D 0 @ Key Features 2  p TC{ ?p0 ,$D 0 FLines of Symmetry? 2 p TdD{ ?@ p` ,$D  0 HRotational Symmetry? 2 p TD{ ?` p ,$D  0 6One. 2 p T$E{ ? j ,$D  0 7None. 2 p      BCl DEF  A5% 8c8c     ?1 d0u0@Ty2 NP'p<'pA)BCD|E||l  @` ,$D 0B p@  f:D>?D,$D 0B p  f:D>?I,$D 0l kkn !pkk ,$D 0B pB  fD>?kB,$D 0B  pB  fD>?kn,$D 0&z kkn "pA  ,$D 0B #pB  fD>?kB,$D 0B $pB  fD>?kn,$D 0 %p B?%@00H p 0޽h ? ̙3333  SKt( x7 tr t S F{P  {  t TDF{ ?p,$D 0 f4A shape with five equal sides and five equal angles.5 25 t TdG{ ?p ,$D 0 @ Key Features 2  t T$H{ ?p0 ,$D 0 FLines of Symmetry? 2 t TH{ ?@ p` ,$D 0 HRotational Symmetry? 2 t TDI{ ?` p ,$D 0 7Five. 2 t TJ{ ? j ,$D 0 :Order 5. 2  t N?@ ,$D 0 t@  `'GfH? 0q ,$D  0 t  `'GfH?  ,$D  0 t@  `~nGfH? ,$D  0 t  `~nGfH?\ ,$D  0 t@  `GfH?,$D  0B t  `D>?f  ,$D 0B t  `D>?f  ,$D 0B t  `D>?X wwF ,$D 0B t  `D>?Ht,$D 0B t@  `D>?6,$D 0 t B?%@00H t 0޽h ? ̙3333@  x( x. 4 x x N?}  ,$D 0r x S D{P  {  x T{ ? ,$D 0 d2A shape with six equal sides and six equal angles.3 23 x Td{ ? ,$D 0 @ Key Features 2  x T${ ? 0 ,$D 0 FLines of Symmetry? 2 x T{ ?@ ` ,$D 0 HRotational Symmetry? 2 x TD{ ?`  ,$D 0 6Six. 2 x T{ ?  ,$D 0 :Order 6. 2   x  `p!G_dH?, 3 ,$D  0B x  fބD>? U ,$D 0B x  fd6D>?,$D 0B x  f%ID>?7 n8 ,$D 0B x  fqD>?<,$D 0 x@  `VG_dH?, H ,$D 0 x  `$mG_dH?H,$D  0 x  `G_dH?:,$D  0 x@  `VG_dH?%  ,$D 0 x  `VG_dH?W ,$D  0B x  `D>?.!,$D 0B x  `D>?  ,$D  0 x B?%@00H x 0޽h ? ̙3333  rj$|(   |  | C AC:\My Documents\Richard's Docs\My Web Site\buttons and clipart\octagon.gifW# ,$D 0r | S {P  {   | T{ ? ,$D 0 h6A shape with eight equal sides and eight equal angles.7 27 | T{ ? ,$D 0 @ Key Features 2  | Td{ ? 0 ,$D 0 FLines of Symmetry? 2 | T${ ?@ ` ,$D 0 HRotational Symmetry? 2 | T{ ?`  ,$D 0 8Eight. 2  | TD{ ?  ,$D 0 :Order 8. 2   |  `.G{`H?C R ,$D  0B |  f^D>?F;,$D 0B |  `D>?.!,$D 0B |  `D>?  ,$D  0 | B?%@00 |  `.G{`H?Vq,$D 0 |@  `.G{`H?C  ,$D 0 |  `.G{`H?q,$D 0 |  `һ>G{`H?T,$D 0B |  fD>?t[Nt,$D 0B |  fD>?oo,$D  0B |  f^D>? xd ,$D  0B |@  f^D>?Mv,$D 0B  |  f^D>? 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