,(wk@/AB=aAD=bBC=bDB=a-bAC=a+bArial uT@P46Dq<ٯw@U0owAw46Dq<ٯw@D$ʒ]<ٯw@~wd<ٯw@GW \@ 46Dq<ٯw@~wd<ٯw@w`n<ٯw@H1\?? 46Dq<ٯw@w`n<ٯw@yXD@<ٯw@L G1=s@ ~wd<ٯw@V`<ٯw@ V`<ٯw@  w`n<ٯw@w`nϮ`g ~wd<ٯw@~wdϮ`g  V`<ٯw@V`Ϯ`g 46Dq<ٯw@46DqϮ`g 46Dq<ٯw@V`<ٯw@46Dqb?0m[@46Dq<ٯw@w`n<ٯw@46DqN 46DqND$ʒ]N46Dqb?0m[@w`nb?0m[@ 46Dqb?0m[@D$ʒ]b?0m[@46Dq@&S@ 46Dq@&S@D$ʒ]@&S@0A$(46qxv_4sCqA MS Sans Serif0D@*w`nxv_3sCqA MS Sans Serif0B@(~w"dxv_4sCqA MS Sans Serif0C@*VT`xv_3 sCqA MS Sans Serif V`a?0m[@0E"@Vaa?0Z@sCqA MS Sans Serif ~wd@&S@0G*@~w"f@&S@sCqA MS Sans Serif w`nN0F@.w`nRC)@! sCqA MS Sans Serif" ~wdN# V`N0L$(46q@&V@$sCqA MS Sans Serif0H&,~weRC'@%"sCqA MS Sans Serif0M$(VaRC#@&#sCqA MS Sans Serif/%lgebra Geomtrica (frmulas bsicas)Arial'Ptg@qA( w`n@&S@*( )w`n@&S@w`nN+ ")w`nN~wdN,")~wdN~wd@&S@-()~wd@&S@w`n@&S@)?sBold ParentFontTabOr. ??kQ<ٯw@HX%i@- /. ??kQ<ٯw@ ??kQϮ`g0/ ??kQN10  ??kQNImCN21ImCNarentFontTabOr 3/2ImCNImC;U[d42" ImCNg1}CE@N54g1}CE@NarentFontTabOr 635g1}CE@Ng1}CE@;U[d73ImCñ'.0arentFon*_]+@876Z0_@'.0arentFon$@9520g1}CE@NY)=R@N:9Y)=R@NarentFon$@;90D-(@NarentFon$@ <6:Y)=R@NY)=R@;U[d=6g1}CE@<ٯw@>6g1}CE@@&S@?/ ??kQ@&S@@/ ??kQa?0m[@A3ImC@&S@B3ImCa?0m[@D@?C ??kQa?0m[@ ??kQ@&S@E?AC ??kQ@&S@ImC@&S@FABCImC@&S@ImCa?0m[@GB@CImCa?0m[@ ??kQa?0m[@C?sBold ParentFon$@H w`na?0m[@J?.I ??kQ@&S@ ??kQ<ٯw@K.=I ??kQ<ٯw@g1}CE@<ٯw@L=>Ig1}CE@<ٯw@g1}CE@@&S@M>?Ig1}CE@@&S@ ??kQ@&S@I@sBold ParentFontTabOr/ )1. El cuadrado de (a-b) = El cuadrado de,a + el cuadrado de b - 2 rectngulos (a .b).Arial N_qEarentFontTabOrOFƚc@<ٯw@ HW^2{@8ڤPOFƚc@<ٯw@]-p@<ٯw@QP]-p@<ٯw@  ROFƚc@<ٯw@Fƚc@Ϯ`g SQ]-p@<ٯw@]-p@Ϯ`gTOFƚc@<ٯw@;g@<ٯw@UT;g@<ٯw@  VU;g@<ٯw@;g@Ϯ`gWQ]-p@<ٯw@d3{r@<ٯw@XWc3{r@<ٯw@  YXc3{r@<ٯw@c3{r@Ϯ`gZRFƚc@a?0m[@[Yc3{r@a?0m[@]ZO\Fƚc@a?0m[@Fƚc@<ٯw@^OX\Fƚc@<ٯw@c3{r@<ٯw@_X[\c3{r@<ٯw@c3{r@a?0m[@`[Z\c3{r@a?0m[@Fƚc@a?0m[@\]arentFontTabOraN91 Zw@<ٯw@ H7TO@Qcb46Dqb?0m[@46Dq<ٯw@d b46Dq<ٯw@V`<ٯw@e bV`<ٯw@V`a?0m[@fbV`a?0m[@46Dqb?0m[@b@]arentFontTabOrg<Y)=R@a?0m[@h<Y)=R@<ٯw@j@gi ??kQa?0m[@Y)=R@a?0m[@kghiY)=R@a?0m[@Y)=R@<ٯw@lh.iY)=R@<ٯw@ ??kQ<ٯw@m.@i ??kQ<ٯw@ ??kQa?0m[@i@]arentFontTabOrnaXON91 Zw@<ٯw@Go"@<ٯw@:\AronGo"@<ٯw@ D paN91 Zw@<ٯw@N91 Zw@Ϯ`g qoGo"@<ٯw@Go"@Ϯ`gistrraN91 Zw@<ٯw@fmAy@<ٯw@en\fsrfmAy@<ٯw@  tsfmAy@<ٯw@fmAy@Ϯ`guoGo"@<ٯw@37@<ٯw@vu3]~@<ٯw@  wv3]~@<ٯw@3]~@Ϯ`gxpN91 Zw@@&S@yw3]~@@&S@thet{axzN91 Zw@<ٯw@N91 Zw@@&S@|xyzN91 Zw@@&S@3]~@@&S@}yvz3]~@@&S@3]~@<ٯw@~vaz3]~@<ٯw@N91 Zw@<ٯw@z]a@4@movew3]~@a?0m[@paraqGo"@@&S@6qGo"@a?0m[@y3]~@a?0m[@3]~@@&S@y3]~@@&S@Go"@@&S@Go"@@&S@Go"@a?0m[@Go"@a?0m[@3]~@a?0m[@@]a@4@PlipN91 Zw@a?0m[@ 3\exN91 Zw@a?0m[@N91 Zw@@&S@xyN91 Zw@@&S@3]~@@&S@y3]~@@&S@3]~@a?0m[@3]~@a?0m[@N91 Zw@a?0m[@@]a@4@ 3\ey3]~@@&S@Go"@@&S@oGo"@@&S@Go"@<ٯw@ovGo"@<ٯw@3]~@<ٯw@vy3]~@<ٯw@3]~@@&S@@]a@4@~1\e/+2. El cuadrado de (a+b) = El cuadrado de a0+ el cuadrado de b + los dos rectngulos (a .b).Arial c@Na@4@ogra46Dq drhGfUp@Hchiv 46Dq drD$ʒ] drZO46Dq drV` drt,46DqaqbStyl V` drt A 46DqaqbD$ʒ]aqbButt46Dq drw`n dr MS46Dqaqbw`naqbk Fo46Dq0# fO46DqCFl}pANSI 46Dq0# fD$ʒ]0# fBot 46DqCFl}pD$ʒ]CFl}pnt.N V`aqbeigh46Dqaqb46Dq dr46Dq drV` drV` drV`aqbV`aqb46Dqaqb@sBold ParentFontTabOr B_/ ??kQaqb/ ??kQ dr<Y)=R@ dr<Y)=R@aqb ??kQaqb ??kQ dr ??kQ drY)=R@ drY)=R@ drY)=R@aqbY)=R@aqb ??kQaqb@sBold ParentFontTabOrRFƚc@aqbRFƚc@ drYc3{r@ drYc3{r@aqbFƚc@aqbFƚc@ drFƚc@ drc3{r@ drc3{r@ drc3{r@aqbc3{r@aqbFƚc@aqb@sBold ParentFontTabOrpN91 Zw@aqbabOrpN91 Zw@ drFontqGo"@ driablqGo"@aqbopiaN91 Zw@aqbN91 Zw@ drN91 Zw@ drGo"@ drGo"@ drGo"@aqbGo"@aqbN91 Zw@aqb@sBold ParentFontTabOrww V`CFl}pwwww V`0# fwwwp46Dq0# f46DqCFl}p46DqCFl}pV`CFl}pV`CFl}pV`0# fV`0# f46Dq0# f@sBold ParentFontTabOrh/ ??kQ0# fwww6g1}CE@0# fwpw6g1}CE@ drw ??kQ0# fg1}CE@0# fg1}CE@0# fg1}CE@ drg1}CE@ dr ??kQ dr ??kQ dr ??kQ0# f?sBold ParentFontTabOrp/ ??kQCFl}pww3ImCCFl}p3ImC dr ??kQ dr ??kQCFl}p ??kQCFl}pImCCFl}pImCCFl}pImC drImC dr ??kQ dr@sBold ParentFontTabOrlick6g1}CE@CFl}pUP.. ImCCFl}pg1}CE@CFl}p T w`n0# fCapt w`nCFl}pB_N w`n0# fw`nCFl}proup ~wd0# f_N_c ~wdCFl}prden ~wd0# f~wdCFl}pt3ImC0# f TMe ImC0# fImCCFl}pcula<Y)=R@0# fion g1}CE@0# fY)=R@0# fpInd<Y)=R@CFl}pem M g1}CE@CFl}pY)=R@CFl}pptio ??kQ0# fg1}CE@0# fg1}CE@0# fg1}CE@ drg1}CE@ drImC drImC drImCCFl}pImCCFl}p ??kQCFl}p ??kQCFl}p ??kQ0# f?sBold ParentFontTabOrhort ImCCFl}pg1}CE@CFl}ptoC/3. (a+b)(a-b) = Arial qsarentFontTabOrM_/%El cuadrado de a - el cuadrado de b.Arial esarentFontTabOrem MV;g@0# fV;g@CFl}pS]-p@CFl}pS]-p@0# f;g@0# f;g@CFl}p;g@CFl}p]-p@CFl}p]-p@CFl}p]-p@0# f]-p@0# f;g@0# f@sBold ParentFontTabOrpN91 Zw@0# fw3]~@0# fw3]~@aqbN91 Zw@aqbN91 Zw@0# fN91 Zw@0# f3]~@0# f3]~@0# f3]~@aqb3]~@aqbN91 Zw@aqb@sBold ParentFontTabOrtfmAy@0# ftfmAy@ drN91 Zw@0# ffmAy@0# ffmAy@0# ffmAy@ drfmAy@ drN91 Zw@ drN91 Zw@ drN91 Zw@0# f@sBold ParentFontTabOrqGo"@CFl}ptfmAy@CFl}p  fmAy@ drGo"@ dr  Go"@ drGo"@CFl}p  Go"@CFl}pfmAy@CFl}p  fmAy@CFl}pfmAy@ dr @sBold ParentFontTabOrw3]~@CFl}p3]~@aqb3]~@CFl}p3]~@CFl}pGo"@CFl}pGo"@CFl}pGo"@aqbGo"@aqb3]~@aqbsBold ParentFontTabOr/84. El cuadrado de (a +b) - el cuadrado de (a-b) = 4 ab.Arial c@sarentFontTabOr/ ??kQ@&S@.= ??kQ<ٯw@g1}CE@<ٯw@=>g1}CE@<ٯw@g1}CE@@&S@>Ag1}CE@@&S@ImC@&S@ABImC@&S@ImCa?0m[@B@ImCa?0m[@ ??kQa?0m[@@. ??kQa?0m[@ ??kQ<ٯw@@sBold ParentFontTabOr@0 ??kQa?0m[@ ??kQN02 ??kQNImCN 2AImCNImC@&S@!ABImC@&S@ImCa?0m[@"B@ImCa?0m[@ ??kQa?0m[@sBold ParentFontTabOr$0.# ??kQN ??kQ<ٯw@%.=# ??kQ<ٯw@g1}CE@<ٯw@&=5#g1}CE@<ٯw@g1}CE@N'50#g1}CE@N ??kQN#?sBold ParentFontTabOr (A ??kQ@&S@ImC@&S@*) ??kQ0# f ??kQCFl}p+) ??kQCFl}pImCCFl}p,)ImCCFl}pImC dr-)ImC drg1}CE@ dr.)g1}CE@ drg1}CE@0# f/)g1}CE@0# f ??kQ0# f)@sBold ParentFontTabOr 0A ??kQ@&S@ImC@&S@2A21ImC@&S@ImCN3251ImCNg1}CE@N45>1g1}CE@Ng1}CE@@&S@5>A1g1}CE@@&S@ImC@&S@1 ejeF@MK@ 6w`n0# fw`nCFl}p 7~wd0# f~wdCFl}p´