f:=(x)->ln(x)*sin(3.14*x);

NiM+SSJmRzYiZio2I0kieEdGJUYlNiRJKW9wZXJhdG9yR0YlSSZhcnJvd0dGJUYlKiYtSSNsbkc2JEkqcHJvdGVjdGVkR0YwSShfc3lzbGliR0YlNiM5JCIiIi1JJHNpbkdGLzYjKiYkIiQ5JCEiI0Y0RjNGNEY0RiVGJUYl

summa:=f(0.64)+f(23.76); # 2.1

NiM+SSZzdW1tYUc2IiQhK18vWmVFISIq

proizvedenie:=f(0.64)*f(23.76);

NiM+SS1wcm9penZlZGVuaWVHNiIkIisnKVE8MyIqISM1

raznost:=f(0.64)-f(23.76);

NiM+SShyYXpub3N0RzYiJCIrNSNlLyY9ISIq

chastnoe:=f(0.64)/f(23.76);

NiM+SSljaGFzdG5vZUc2IiQiKzhyLSN6IiEjNQ==

sin(chastnoe); # 2.2

NiMkIisiNF5DeSIhIzU=

arctan(chastnoe);

NiMkIitRYz90PCEjNQ==

ln(chastnoe);

NiMkIStcd0I+PCEiKg==

sqrt(chastnoe);

NiMkIitBVEJMVSEjNQ==

signum(chastnoe);

NiMiIiI=

f_kompl:=0.64+23.76*I; # 2.3

NiM+SShmX2tvbXBsRzYiXiQkIiNrISIjJCIld0JGKQ==

Re(f_kompl);

NiMkIiNrISIj

Im(f_kompl);

NiMkIiV3QiEiIw==

abs(f_kompl);

NiMkIisoemhvUCMhIik=

argument(f_kompl);

NiMkIis3bydRYSIhIio=

conjugate(f_kompl);

NiNeJCQiI2shIiMkISV3QkYm

f:=(x)->ln(x)*sin(3.14*x); # 2.4

NiM+SSJmRzYiZio2I0kieEdGJUYlNiRJKW9wZXJhdG9yR0YlSSZhcnJvd0dGJUYlKiYtSSNsbkc2JEkqcHJvdGVjdGVkR0YwSShfc3lzbGliR0YlNiM5JCIiIi1JJHNpbkdGLzYjKiYkIiQ5JCEiI0Y0RjNGNEY0RiVGJUYl

solve(f(x)=0,x);

NiMkIiIiIiIh

X:=array(1..5);

NiM+SSJYRzYiLUkmYXJyYXlHSSpwcm90ZWN0ZWRHRig2JDsiIiIiIiY3Ig==

Y:=array(1..5);

NiM+SSJZRzYiLUkmYXJyYXlHSSpwcm90ZWN0ZWRHRig2JDsiIiIiIiY3Ig==

first:=0.64;

NiM+SSZmaXJzdEc2IiQiI2shIiM=

last:=23.76;

NiM+SSVsYXN0RzYiJCIld0IhIiM=

for i to 5 do X[i]:=first+(i-1)*(last-first)/4: Y[i]:=f(X[i]) end do: print(X,Y);

NiQtSSd2ZWN0b3JHNiI2IzcnJCIjayEiIyQiKysrKz9rISIqJCIrKysrPzchIikkIisrKyspeiJGMCQiKysrK3dCRjAtRiQ2IzcnJCErMjcxU1MhIzUkIitrKXloeiJGLSQiK24yckk5Ri0kISsnM2UhUkVGOiQhK0pWWWFBRi0=

appr:=interp(X,Y,x);

NiM+SSVhcHByRzYiLCwqJEkieEdGJSIiJSQhKytqWCplKCEjOiokRigiIiQkIiskZm8pXDghIzckIStiTE1kJykhIzUiIiIqJEYoIiIjJCErSSFRbUEnISM2RigkIitDISpcMndGNA==

plot([f(x),appr],x=0.64..23.76);

-%%PLOTG6&-%'CURVESG6%7_bl7$$"39+++++++k!#=$!3i)y?o?h+/%F,7$$"3%QLL3^v)fwF,$!3q@=,_YY!z"F,7$$"3Xmmm@5v>*)F,$!3H4\k3#[3#Q!#>7$$"3:+]P**)>ZB*F,$!3(>BhA:#32>F97$$"3'QL$3x()o\&*F,$!3!z;(en82ml!#?7$$"3cn;zawlk)*F,$!3nLz]>s11g!#@7$$"38++D`E'z,"!#<$!3Kt#4KxzIv*FJ7$$"3QL3-T&f%\5FN$!3I1%[/yE7R(FD7$$"3km;zGk&43"FN$!3'o&Gaa-jX>F97$$"38+Dc;LX76FN$!3q[#)H#40$pOF97$$"3RLLL/-&R9"FN$!3u/,KXLraeF97$$"35+]U$R#>j8FN$!3+Bw)G'*)p8GF,7$$"3!om;DeMCe"FN$!3!4(f!*o9aRWF,7$$"3"***\(RN&**G=FN$!3'f+qD+2\5$F,7$$"3CLLVDhbv?FN$"3S#4)e^wh$p"F,7$$"3NLLth7vBBFN$"3-Q/dz$=b:(F,7$$"3YLL.)RY>d#FN$"3<ti%4uX\@*F,7$$"3#o;/@:aap#FN$"3;Hj&=Z3)G")F,7$$"3?+]<1>'*=GFN$"3mP=')onz?cF,7$$"3cLeCg'pC%HFN$"3'y`[I9J(*)>F,7$$"3#pm;VTxf1$FN$!31/v%QPt?D#F,7$$"3?LLV7\[!=$FN$!3?![Q69b];'F,7$$"3#****\0T#*\H$FN$!3!Hd&40mf(\*F,7$$"3jmmm3**\4MFN$!3U!e\'[&Qa<"FN7$$"3NLLy1u+CNFN$!3yYBaf3`c7FN7$$"3'****\&)GtDk$FN$!3'R9)4(o,%o6FN7$$"3cmmJq"R6w$FN$!3eP[mw^g"4*F,7$$"3gLL3_]qzQFN$!3!>*pBcdK!3&F,7$$"3?++&Q$4F)*RFN$!3Uxj-pGEN;F97$$"37LLQQ>*37%FN$"3U8eUSUMj^F,7$$"3[mm"H%H^VUFN$"3!>#\q"Rn$R**F,7$$"3#)***\u%R8mVFN$"3^,%3)RDBT8FN7$$"3=LL)>&\v)[%FN$"3m$yM$p4A+:FN7$$"3*)*\P8*=J>XFN$"3Wtf6NQ?1:FN7$$"3em;pI)o)\XFN$"3!3$zG#G;#)\"FN7$$"3GLe/qdU!e%FN$"3a]Z160@w9FN7$$"3******R4F)4h%FN$"3mT"Q'Q9FS9FN7$$"3QL$3")e'4sYFN$"34!GZ*GnfF8FN7$$"3!om;oY5Kt%FN$"3_?7HID]j6FN7$$"3?+]_XVK%z%FN$"3(p?%\H%\I`*F,7$$"3gLLBC#Qa&[FN$"329awo#H:/(F,7$$"3+n;%H5_l"\FN$"3%>Gg(3i#yC%F,7$$"3_***\;)fmx\FN$"3/!*)p!*3u?D"F,7$$"3,$3_x6H0/&FN$!3F<WOXq3D>F,7$$"3ilT&QD#R.^FN$!3')yap0Q(e2&F,7$$"35\i&**Qbi;&FN$!3))o'oi+")\2)F,7$$"3hK$eg_="H_FN$!3%eg$3pG8!3"FN7$$"3g*\i#)zW[N&FN$!3:+a5()[<+:FN7$$"3emmYq5d![&FN$!31:**\*yqqp"FN7$$"3V$e9F,c#3bFN$!3I;R&\s'*fq"FN7$$"3F+D'\&4%f`&FN$!3:`;N.&)*>q"FN7$$"3A;/@(*eijbFN$!3=U5N]9.&o"FN7$$"31L$e%R3J"f&FN$!3ovLkS/:b;FN7$$"3)e;aRs!oYcFN$!3!Rb/.rjtb"FN7$$"3c***\%310-dFN$!3-b!e.L`5T"FN7$$"3$pmTuP!z7eFN$!3mU?'[)G;+**F,7$$"3ULLVY,`BfFN$!31r/.mJ[&R%F,7$$"3;nT0AN'e)fFN$!3W!y3MUW"['*F97$$"3-+]n(*o>[gFN$"3%Hjo1P,Ka#F,7$$"3wLeHt-`5hFN$"3%Hnnm$)QO*fF,7$$"3]nm"*[O'G<'FN$"3/yl#)o0I_#*F,7$$"35M$e,SIvH'FN$"3-"yZ08W#p9FN7$$"3p++S^r>AkFN$"3]`'\.O%y*z"FN7$$"3s+]i7=\`kFN$"3Ypkw#3m=%=FN7$$"3u++&QZ'y%['FN$"3a<&)fH?Im=FN7$$"3v+]2N63;lFN$"3A"*y,BKws=FN7$$"3y++I'zvta'FN$"3?xaP+Z4h=FN7$$"3"3+](=^'*4mFN$"3)o0xHCJOy"FN7$$"3%3++7WaDn'FN$"3J)H!R;#*>O;FN7$$"3*3+]OwV^t'FN$"3"f$f(zTUQU"FN7$$"3#4++h3Lxz'FN$"3m:F]([*=a6FN7$$"3)4+]&3CKgoFN$"3+v(p^g$zr$)F,7$$"37+++J<"H#pFN$"3=z8&e([$p%[F,7$$"3k****pS"GK)pFN$"3[[=0kgNR7F,7$$"30++S]XaVqFN$!3QSM7v([]W#F,7$$"3X++5g4'Q5(FN$!3#y/<Px6R2'F,7$$"3'3++)pt<krFN$!3,pC,lFt:&*F,7$$"3F,+]zP\CsFN$!3iMi(e;mWE"FN7$$"3y++?*=5[G(FN$!3%\PV1R6X`"FN7$$"3I++!*)fE^M(FN$!39zmMS\g^<FN7$$"3r++g3IW0uFN$!3%RX6@ivu!>FN7$$"3@f9"yaHGV(FN$!3;P6eH"*Hc>FN7$$"3s<H-(3;-Y(FN$!3'f[(*fc"z!*>FN7$$"3MvVBEEg([(FN$!3c&)\XgSk5?FN7$$"3%Q$eWl"*)\^(FN$!3rPW^'zbc,#FN7$$"3'*\(oQCi(pvFN$!3-0IoqW!4)>FN7$$"3(pm"HA``CwFN$!3#)3$*fEJ9()=FN7$$"36+v8z93MxFN$!3:(zo0*=xL:FN7$$"3BLL)fjFO%yFN$!3#ec<')ocC%**F,7$$"3A\P*R7e(3zFN$!3EC*y4Kpi4'F,7$$"35mT+7'))Q(zFN$!3a$=()3=QQ'>F,7$$"3(He9+5>!R!)FN$"3q&\=(yI`$G#F,7$$"3'*)*\-)e\T5)FN$"3)*42T_$p$okF,7$$"3s;a.w+Gp")FN$"3b1EHyhWT5FN7$$"3sKe/k0TM#)FN$"3)R!R<,2V&R"FN7$$"3q[i0_5a*H)FN$"3'>YAuJBOp"FN7$$"3Ymm1S:nk$)FN$"3,bP=%*34B>FN7$$"3Dm;f1c%)>%)FN$"3?_IcVP4c?FN7$$"3/mm6t'>]Z)FN$"3E*o->!)*3G@FN7$$"3#o;zjq1E])FN$"3)ovyy7U.9#FN7$$"3hn;kRP>I&)FN$"3dM)pTvOl8#FN7$$"3imT!Hx!yd&)FN$"3$))z&z&)Ql;@FN7$$"3Snm;1yO&e)FN$"3Qc<X>]z!3#FN7$$"3uom@Rfr&p)FN$"3/f\$\2EQy"FN7$$"3KomEsS11))FN$"3KZCuo/$)p7FN7$$"3#Re9"GYCq))FN$"3YditBYPN*)F,7$$"3H,D'R=DW$*)FN$"3W:JiC(RTy%F,7$$"3m=/")Rdg)**)FN$"3(>,&Q4f)36%F97$$"3EM$ecH'yi!*FN$!31a4tX#fr+%F,7$$"3()\i]^o'p7*FN$!3e*[Hx:.5H)F,7$$"3CnTN2u9">*FN$!3rKNY!z<lA"FN7$$"3i%3-K'zKb#*FN$!35#[,5"Qfw:FN7$$"3A++0>&3&>$*FN$!3#ow&fs:yk=FN7$$"3Y%3_f=>jP*FN$!3%GY7GQa%e?FN7$$"3%p;aG&)HJV*FN$!3%fnKr&)3w=#FN7$$"314_I'=N:Y*FN$!3Y@!=]t6lA#FN7$$"3U\iv>0%**[*FN$!3=vn]_sxZAFN7$$"3a"H2K&eM=&*FN$!3=f6uj()=^AFN7$$"3mL$em=^na*FN$!3RYk'3srmB#FN7$$"3S+DY?DPg'*FN$!3h9f_qD#G+#FN7$$"37nmEaQ*Rx*FN$!3zecx]fw7:FN7$$"3(\ek)fTKO)*FN$!3)4/?&o;Vb6FN7$$"3/,DYlWl)*)*FN$!3Po]6#\G$=vF,7$$"39</1rZ)4'**FN$!3cPn$=4.?<$F,7$$"3]Lem2:L-5!#;$"3w^_Mwtf>8F,7$$"36DcAQXc35Fgbm$"3QpDgHo$\y&F,7$$"3s;ayovz95Fgbm$"3w6&HUxc_+"FN7$$"3]3_M*fI5-"Fgbm$"31#4tDYsdR"FN7$$"36+]!*HOEF5Fgbm$"3Lg?O`%p[t"FN7$$"32+v0oU8R5Fgbm$"3#*3&yvcIE>#FN7$$"3?++@1\+^5Fgbm$"3+P<GVJ2_BFN7$$"3;+DOWb(G1"Fgbm$"3-enid(e#)=#FN7$$"37+]^#=YZ2"Fgbm$"3bDl>#HV2s"FN7$$"3S3_Jl!R43"Fgbm$"3Eu5aiwSv8FN7$$"3q;a6[>8(3"Fgbm$"3+D:gQ?,k(*F,7$$"3;Dc"4$[K$4"Fgbm$"3s\")o_8o&Q&F,7$$"3WLer8x^*4"Fgbm$"37h;6<bTHyF97$$"3tTg^'f5d5"Fgbm$!371*H))pw5(QF,7$$"3?]iJzM!>6"Fgbm$!3Z\_IN0\+%)F,7$$"3\ek6ij4=6Fgbm$!31!Gza2KLE"FN7$$"3ymm"\C*GC6Fgbm$!3;\G+&)H!3k"FN7$$"3(oTbTCjc8"Fgbm$!3/(*3&3!R*z;#FN7$$"3ymTRVs.Z6Fgbm$!36v[=l*eYU#FN7$$"3IaQ?V2))\6Fgbm$!3VOh!=4\;W#FN7$$"3kTN,VUs_6Fgbm$!3Sbb1H5>RCFN7$$"3;HK#Gunb:"Fgbm$!3'pOKI7lsT#FN7$$"3o;HjU7Te6Fgbm$!3yM"G&*G2gP#FN7$$"3u"H_AC)4k6Fgbm$!3:hF]W9"oB#FN7$$"3ym;(=C&yp6Fgbm$!3%o>XzvTd-#FN7$$"3?D"[#R%>f<"Fgbm$!3nA'[v7q\s"FN7$$"3W$eCmj`?="Fgbm$!3yei&*=W&*e8FN7$$"3oT5+My=)="Fgbm$!3qD_eN_.5%*F,7$$"33+vPJ?K%>"Fgbm$!3ud@SS26k[F,7$$"3]eRvGiX+7Fgbm$!3mwTbt$=&*="F97$$"3u;/8E/f17Fgbm$"3'H'\3U4<]YF,7$$"3)\(o]BYs77Fgbm$"3_;K+u*yjE*F,7$$"3SLL)3#)e)=7Fgbm$"3)=Vx-GvdN"FN7$$"3S3F(z_I_A"Fgbm$"3and'*o>$*\<FN7$$"3S$3i]B-;B"Fgbm$"3-v7tabtv?FN7$$"3Se9:UR(zB"Fgbm$"3?K()G-C')>BFN7$$"3SL3C\cMW7Fgbm$"3u[U'Hr0AZ#FN7$$"3+@by-:`Z7Fgbm$"3!4@;:e&y6DFN7$$"3S3-Lctr]7Fgbm$"3l()f.:PHEDFN7$$"3?_D5$G5BD"Fgbm$"3qf'H(eZ2CDFN7$$"3#e*[()4K!RD"Fgbm$"3.$)>b2T`:DFN7$$"3gRskOh\b7Fgbm$"3yzh%)3oo+DFN7$$"3S$e>M1*3d7Fgbm$"3u!Q)4PPczCFN7$$"3Se*30xgME"Fgbm$"3<iXf$f![LBFN7$$"3SL$)fxC$)p7Fgbm$"3#png(=R\$4#FN7$$"3m;/Nn!z`F"Fgbm$"3q@oJUoB:=FN7$$"37+D5dc#4G"Fgbm$"3-*QwWn()4["FN7$$"3c$eaoCskG"Fgbm$"3d(o?D8(p+6FN7$$"3#om1m$)=?H"Fgbm$"3U'>o@suu&oF,7$$"33](ejUlvH"Fgbm$"3ohKQ%)\6'[#F,7$$"3ML36;?6.8Fgbm$!3#Qr*yuqAv>F,7$$"3g;H'ege'38Fgbm$!3#4g>cT+:R'F,7$$"30+]h&>0UJ"Fgbm$!35)*e@uv&G1"FN7$$"3eT5]kc>?8Fgbm$!3=4(\'[EZ&["FN7$$"3H$3(QLh=E8Fgbm$!3Q(*zhQ'fq&=FN7$$"3+DJF-m<K8Fgbm$!3ujsCsXHk@FN7$$"3rm"f62n"Q8Fgbm$!3wXC'\'[3'R#FN7$$"3U3_/Sv:W8Fgbm$!3?hd$\*)pRa#FN7$$"39]7$*3![,N"Fgbm$!3#\.b6oHCg#FN7$$"3%=H<yZQhN"Fgbm$!3W)eV"4/4pDFN7$$"3cLLqY*G@O"Fgbm$!3(o#y1r">[W#FN7$$"3)pTIso<$o8Fgbm$!3EqS^ZoIDAFN7$$"3C+vvFk]u8Fgbm$!3&\pRlJ*3@>FN7$$"3[$e%Go^p!Q"Fgbm$!3;k.FwnNV:FN7$$"3!pm6)3R)oQ"Fgbm$!3?RmZCS616FN7$$"39](Q$\E2$R"Fgbm$!3m-'\Oo3mD'F,7$$"3SLe')*Qh#*R"Fgbm$!3sExIZ-%)*>"F,7$$"3#o"HRI,X09Fgbm$"3"R3'eWy;>RF,7$$"32++#4()Q;T"Fgbm$"3k6,18FV2*)F,7$$"3$*\79YLp<9Fgbm$"3Cfqi*RjzM"FN7$$"3)**\i8#yuB9Fgbm$"3[F/x%z#*zv"FN7$$"3-]Pe'H-)H9Fgbm$"3-&G8V')oe5#FN7$$"32+]!=xceV"Fgbm$"3E5ZE8u#)yBFN7$$"36]i-Z7">W"Fgbm$"3Ab7AN6xmDFN7$$"3;+vCAd'zW"Fgbm$"3/2k!H5VEm#FN7$$"3=D"e)fH*4X"Fgbm$"3/t?A#yXZn#FN7$$"3?](ou>?SX"Fgbm$"33PFpX9piEFN7$$"3Av$z]VZqX"Fgbm$"3&Q")\6[^li#FN7$$"33++psY2g9Fgbm$"3_]i/*H:mc#FN7$$"3-v=y)oKfY"Fgbm$"3793`z07&Q#FN7$$"3;]P([q!zr9Fgbm$"3%y)))44$oC7#FN7$$"35Dc'4s[wZ"Fgbm$"3wC>(RA*H(y"FN7$$"31+v0Pn]$["Fgbm$"3/H!e&=Ht!R"FN7$$"3+v$\Jvk$*["Fgbm$"3!>)Hj'e()*f%*F,7$$"3'*\7CpFA&\"Fgbm$"3E3_^8G%*zYF,7$$"33DJL&y!3,:Fgbm$!3%*)3-=z;9s#F97$$"3.+]U,)Qp]"Fgbm$!3w%QOo5=$H_F,7$$"3*\iI&HJW8:Fgbm$!3'o&R6MRf`5FN7$$"37]ijdu%*>:Fgbm$!3"[<jRng?a"FN7$$"33v=u&y^k_"Fgbm$!3EnJ%*yy%y'>FN7$$"3/+v%Q6cH`"Fgbm$!3"e-"\4'>IJ#FN7$$"3+DJ&>Wg%R:Fgbm$!3yu?VuR%Hc#FN7$$"3'*\(e+xkfa"Fgbm$!3k`U-yM"pq#FN7$$"39c^3_3fZ:Fgbm$!3*\\jF>3bs#FN7$$"3_i:6Mp@\:Fgbm$!3z2I;X'3qt#FN7$$"3!*oz8;I%3b"Fgbm$!3S">(>#Rz8u#FN7$$"33vV;)4pCb"Fgbm$!3[j0nuNgQFFN7$$"3[(=<AE@db"Fgbm$!3:lXfG!Q;r#FN7$$"3/++FEM(*e:Fgbm$!3;jq<.)\jl#FN7$$"3Q$ekV&y"[c"Fgbm$!3Y7wHY4p([#FN7$$"3cm"fCGi1d"Fgbm$!3d;x&>J$*[B#FN7$$"3!*\Pb5n]w:Fgbm$!3Cc%4(zdB1>FN7$$"3CL$['Q6N#e"Fgbm$!3s(G0bLtD^"FN7$$"3e;Humb>)e"Fgbm$!3+0Y%4Typ1"FN7$$"3#**\P[**RSf"Fgbm$!3cET@Cc1VeF,7$$"3E$3KHU%))*f"Fgbm$!3;\&G8#G4q!)F97$$"3gmm-^)Gdg"Fgbm$"3%367p'*z%pUF,7$$"3RLe[D!p>h"Fgbm$"3=[=sA!4<a*F,7$$"3<+]%**>4#=;Fgbm$"31vv/n!)GY9FN7$$"3&p;/WP\Wi"Fgbm$"3)Q$*fFmIV)=FN7$$"3PLL')[&*oI;Fgbm$"3sNU**\<N^AFN7$$"3!)*\ALsHpj"Fgbm$"3#\pSF<#3LDFN7$$"3em;y(*)pJk"Fgbm$"3I&)RB[a[=FFN7$$"3)*\7,&)**GY;Fgbm$"3_;5_G'3Ex#FN7$$"3OL3Cs+T\;Fgbm$"3O&oW-2!>+GFN7$$"3w;/Zf,`_;Fgbm$"3(QK%*30H4!GFN7$$"39++qY-lb;Fgbm$"3eHU:&H#yuFFN7$$"3y"HKAx/8m"Fgbm$"3#[X#=#)oufEFN7$$"3W$ekxHfpm"Fgbm$"3!\D=Bv%ogCFN7$$"33voHBQhs;Fgbm$"3KPt%3!Gm$=#FN7$$"3sm"H)[$o#y;Fgbm$"3_*oPe%*=s$=FN7$$"3Oe9OuG#Ro"Fgbm$"3(e,rc$*)4K9FN7$$"3+]P*)*Rx&*o"Fgbm$"3*QQq^=H#4)*F,7$$"3kTgUD>B&p"Fgbm$"3?MGnU7#z(\F,7$$"3GL$e4X')3q"Fgbm$!3O_d&R#p2_@FD7$$"3uT5#4Moqq"Fgbm$!3;=W.GDE%\&F,7$$"3>]P)3B]Kr"Fgbm$!379XL\:Vx5FN7$$"3lek%37K%><Fgbm$!3y$=9))e]ic"FN7$$"3vm"43,9cs"Fgbm$!3I@URs/R(*>FN7$$"3%[(=x+fzJ<Fgbm$!3;uK(3o#[aBFN7$$"3I$eM2zxzt"Fgbm$!3te"zqr/Ri#FN7$$"3v"H(p!ofTu"Fgbm$!3#*p3du)*H&z#FN7$$"3?++mq:M]<Fgbm$!3e")zP)Hv>'GFN7$$"3y;z.C\(>w"Fgbm$!3AM"=K[.pp#FN7$$"3OLeTx#3Ox"Fgbm$!3Cs1(G42V<#FN7$$"3#=z/T&\Uz<Fgbm$!3u+,jY:Q)z"FN7$$"3%*\PzI;C&y"Fgbm$!3i'f:Y4(ph8FN7$$"3/3F[2$e5z"Fgbm$!3qD$e0\imy)F,7$$"3_m;<%)\(oz"Fgbm$!3)Hrg8o(y_OF,7$$"3XL3J(3bH!=Fgbm$"35Y$4G$[9`=F,7$$"3.++X!>N!4=Fgbm$"3%)o]DYE]/tF,7$$"3hm"*e$H:^"=Fgbm$"3K@8n*Qu-D"FN7$$"3bL$GnR&>@=Fgbm$"3#zs.Q;3es"FN7$$"38+v')*\vs#=Fgbm$"3coo+g:kR@FN7$$"3smm+.cNL=Fgbm$"3S7'eG%3dwCFN7$$"3lLe91dVR=Fgbm$"3e30*4GdTs#FN7$$"3C+]G4e^X=Fgbm$"3#eHx;T'=tGFN7$$"3M_]K7>+Z=Fgbm$"3KPGNu2!R*GFN7$$"33/^O:!)[[=Fgbm$"3Lp,<RMK3HFN7$$"3=c^S=T(*\=Fgbm$"3OX.2:&>k"HFN7$$"3G3_W@-Y^=Fgbm$"3%[F"3zy;=HFN7$$"3[7`_FCVa=Fgbm$"3j^.X6hg-HFN7$$"3o;agLYSd=Fgbm$"3+&3>xzX<'GFN7$$"33DcwX!\L'=Fgbm$"3SY8l#[gcq#FN7$$"3[Le#zX$Hp=Fgbm$"3o.cFtW7bCFN7$$"3)=/'3qyBv=Fgbm$"31"f/lk['=@FN7$$"3G]iC#G#=")=Fgbm$"3(zvg!3Jv2<FN7$$"3oekS%pEr)=Fgbm$"39tU"HoslB"FN7$$"3ummc162$*=Fgbm$"3"f03j=0P@(F,7$$"3q7G)3t#='*=Fgbm$"3TaMvD"y1S%F,7$$"3Me*)>bVH**=Fgbm$"3))zZ(R&[]U:F,7$$"3J/^^zfS->Fgbm$!3>E/e0_dL8F,7$$"3G]7$Qg<b!>Fgbm$!3,h6%GM@,?%F,7$$"3*=ajC&3u6>Fgbm$!3w8PpbPT&z*F,7$$"3\Le4,T'z">Fgbm$!3LhyWOY(H]"FN7$$"34D"G(\t=C>Fgbm$!3%)yz.%ey-(>FN7$$"3p;/O)f5/$>Fgbm$!3I'[%zQh^jBFN7$$"3H3F*p%QjO>Fgbm$!3#G/gL;Nvm#FN7$$"3*)**\i&4dG%>Fgbm$!3G%[VvS_0(GFN7$$"3cqnmfR&e%>Fgbm$!3Tgt'3:$yHHFN7$$"3eT&3P#3&)[>Fgbm$!3%>r/6lLJ'HFN7$$"3g7.v(oZ=&>Fgbm$!3ey\%yq"GqHFN7$$"3E$3#z^X%[&>Fgbm$!3!*[0U2p8^HFN7$$"3%\iv)z#Q3'>Fgbm$!34r!**=>qZ$GFN7$$"3im"fz+Ko'>Fgbm$!3%)*f(GkR$zh#FN7$$"3I3F/Od#G(>Fgbm$!3?u$e")p!43BFN7$$"3)*\i7k%>)y>Fgbm$!3l]rPB"3g">FN7$$"3-#z4A>8[)>Fgbm$!3iIk*Q(\Qb9FN7$$"3qLLH?p!3*>Fgbm$!3MJN'*4DsB%*F,7$$"3[3FiY;(Q*>Fgbm$!3-Twm+\"fl'F,7$$"3i$3_HPOp*>Fgbm$!3Q4m`f:jBQF,7$$"3ve9G*4,++#Fgbm$!3pV1Z_/QI&*F97$$"3)Q$3hDe1.?Fgbm$"3myeY+%=$H>F,7$$"3!Qep#y_>4?Fgbm$"3ykL]oxpAwF,7$$"3rL$G4tC`,#Fgbm$"38^V3#p%e/8FN7$$"3i$3(e$=a9-#Fgbm$"3MQ=!=Ln(*z"FN7$$"3`LeCOOeF?Fgbm$"3(3s!)e.6%HAFN7$$"3X$e/*)38P.#Fgbm$"3!py\S7'\xDFN7$$"3OLLcTD%)R?Fgbm$"3b:dxHt)4$GFN7$$"3'[Pf#R7#f/#Fgbm$"3UJr9d9`zHFN7$$"3s;a&p$***>0#Fgbm$"3'RkT)ep-?IFN7$$"3ee9lM'y!e?Fgbm$"3//!>!Q')y]HFN7$$"33+vMKt:k?Fgbm$"3YP^Sy(>Tx#FN7$$"3eTN/IgBq?Fgbm$"3K3r&[7Oi\#FN7$$"3W$eRxs9j2#Fgbm$"3OL:_Nt/F@FN7$$"3IDcVDMR#3#Fgbm$"3?JM6&e.)z;FN7$$"3!omJJ7s%)3#Fgbm$"3k3i&G#*>1<"FN7$$"3K3_+:y0%4#Fgbm$"3d&=voYm(QmF,7$$"3=](yo]V'*4#Fgbm$"3]@.%>%e`e8F,7$$"31#H_()>H_5#Fgbm$!3sF&H@)olsRF,7$$"3fLei!*["36#Fgbm$!3kN&o9YF6>*F,7$$"36v$*\#e+k6#Fgbm$!3C7C^Gqj89FN7$$"3)p"HPui)>7#Fgbm$!3mA3?\'*fl=FN7$$"3')ekCm>dF@Fgbm$!3#y'*yB6V5E#FN7$$"3Q++7ew:L@Fgbm$!3S@SW\Cs(e#FN7$$"3'Q3_8\f&R@Fgbm$!3?1&z'f4ekGFN7$$"3)p;%eC8'f9#Fgbm$!3RgUz#f"\EIFN7$$"3o(=#*Gyhv9#Fgbm$!3%HXd;16"[IFN7$$"3s3-?TA;\@Fgbm$!3)e'\:i=/iIFN7$$"3SH#3&*pi2:#Fgbm$!39n-,m]CoIFN7$$"35]i"y:jB:#Fgbm$!3c*)[Z_7qmIFN7$$"3%=HKW2kb:#Fgbm$!3.U$f&HFRSIFN7$$"3eL$[5*\we@Fgbm$!35!evc1_L)HFN7$$"31</GCo;l@Fgbm$!3/CvL5eczFFN7$$"3=+D^d'o:<#Fgbm$!3k3Gq(fFLY#FN7$$"3I$eW2\qz<#Fgbm$!3=)p-y6tr/#FN7$$"3wmm(RKsV=#Fgbm$!39+)*3$p"pZ:FN7$$"3-]i$**>)4!>#Fgbm$!3UfMyuyiY5FN7$$"3ELe*e2Ce>#Fgbm$!3*yX&H0bS4^F,7$$"3^;a&=&*\:?#Fgbm$"3'=Qx')4aR@%F97$$"36+]"y#eF2AFgbm$"3ulMh)R6z%fF,7$$"3s$euPq,I@#Fgbm$"3XeOTao<H6FN7$$"3(p;M(zvs=AFgbm$"3tj$3L.>!G;FN7$$"3A]PpbMXCAFgbm$"3-'3]P_e^2#FN7$$"3ZLLlJ$z,B#Fgbm$"3i9'[6CygX#FN7$$"38]ir(G*QUAFgbm$"3/S)[K8CM*HFN7$$"3!o;zPC*faAFgbm$"3)y:)*=B4s4$FN7$$"37D1"=A/2E#Fgbm$"3k]S&4zK(yHFN7$$"3Y$3U)*>4oE#Fgbm$"3CFA9C!>3v#FN7$$"3yTN(y<9HF#Fgbm$"3A.&QytP;U#FN7$$"37+]!f:>!zAFgbm$"3Yi%ede(3.?FN7$$"3;](e))Ri[G#Fgbm$"3OJQq/+yK:FN7$$"3?+D"=k02H#Fgbm$"3H@['>k+-,"FN7$$"3E]iw%))[lH#Fgbm$"30rh:&ff#GXF,7$$"3I++sF@R-BFgbm$!3nW)o(ogp17F,7$$"3N]Pnq`B3BFgbm$!3Seq$[u%R5pF,7$$"3S+vi8'ySJ#Fgbm$!3f**)G)))46R7FN7$$"35]7ec=#*>BFgbm$!3!>XjV0Iku"FN7$$"3:+]`*4ldK#Fgbm$!3]jV^TE)e>#FN7$$"3:DJ4iW/KBFgbm$!3WTgyIJ1(f#FN7$$"3:]7lCQKQBFgbm$!3Acrg,d>)*GFN7$$"3:v$4s=.YM#Fgbm$!3G%=4eUFu3$FN7$$"3;+vw\D)3N#Fgbm$!3O8'4t*oAdJFN7$$"3;DcK7>;dBFgbm$!3=.7JFQo/JFN7$$"3;]P)[FTMO#Fgbm$!3Rw&)f&zH;$HFN7$$"3;v=WP1spBFgbm$!3:e$o'p^dWEFN7$$"3;++++++wBFgbm$!3/7#Q=LkWD#FN7S7$F*$!3GL">o?h+/%F,7$F[o$!3GDpaKM(\\(F97$Feo$"3w'>%>%)y#[(=F,7$F_p$"3/$4+]&=MpXF,7$Fip$"3%[_/y>2i,(F,7$F]r$"3i"p!Gh*Qi>*F,7$Fas$"3-DTM?_z*4"FN7$Fet$"357"p*z*))[E"FN7$Fiu$"3U'eL0&4\89FN7$F[y$"3-fgVFR1S:FN7$Fiz$"3)3:t'Q5q[;FN7$Fa]l$"3?L$Hls&*ps"FN7$F__l$"3=w$yfhUkz"FN7$Fabl$"3;$3cP(34Z=FN7$Fidl$"3c\r$\w7'y=FN7$Fagl$"3mHt-Dt=$*=FN7$Fiil$"3gd))\Lv"R*=FN7$Fa\m$"3S0V,%=$3")=FN7$Fi^m$"3'[!HoflT^=FN7$Faam$"3Yj)>u+*f7=FN7$Fjcm$"3-\F44?=d<FN7$F^em$"3=BYF%)fi#p"FN7$Ffgm$"3%)fV$**eRPh"FN7$F^jm$"3:/ux#4`:`"FN7$Ff\n$"3*pH"Q:`6L9FN7$Fb`n$"3bf;-o@%3K"FN7$Fjbn$"3Nmx1gjQ:7FN7$Fben$"3K]^?F`-%4"FN7$Fjgn$"39Qp!)RY]6'*F,7$F\[o$"3sX7)\U"GW#)F,7$Fd]o$"3!>;m[)f(R'oF,7$F`ao$"35r&o0u1?F&F,7$Fhco$"3#Q]Oc[4Uz$F,7$Fjfo$"39dTR$p?J<#F,7$Fbio$"3SX+M[MV3nF97$Fj[p$!3EXBDY56-5F,7$Fh]p$!3u&3$H;u<+EF,7$F``p$!3%\qqHs-+H%F,7$F\dp$!3c]GXS)og&fF,7$F^gp$!3QA:sWD`4xF,7$F`jp$!3O/Qj%)>/-%*F,7$Fb]q$!3-Go1$HRJ6"FN7$Fj_q$!3W%=Suv$)RG"FN7$Fbbq$!3;:#o&=V'*R9FN7$F^fq$!3AE'[@WXqh"FN7$Ffhq$!3g\"eL:iMx"FN7$Fdjq$!34l?4z3tP>FN7$F\]r$!3w&4aV7;@4#FN7$Fd_r$!3s]UkOVYaAFN-%&COLORG6)%$RGBG$"#5!""$""!FbirFcirFcirF`irFcir-%+AXESLABELSG6$Q"x6"Q!Fiir-%%VIEWG6$;$"#k!"#$"2/+++++gP#!#:;$!1pP*)>cJ#G$Fdjr$"2KJ#[azHAKFgbm-%%FONTG6$%*HELVETICAGFair

series(f(x), x=0);

NiMrK0kieEc2IiwkLUkjbG5HNiRJKnByb3RlY3RlZEdGKkkoX3N5c2xpYkdGJTYjRiQkIiQ5JCEiIyIiIiwkRickIStMdCYpZl4hIioiIiQsJEYnJCIrcWtxVkRGNCIiJi1JIk9HRio2I0YwIiIn

ryad:=convert(%,polynom);

NiM+SSVyeWFkRzYiLCgqJi1JI2xuRzYkSSpwcm90ZWN0ZWRHRitJKF9zeXNsaWJHRiU2I0kieEdGJSIiIkYuRi8kIiQ5JCEiIyomRihGL0YuIiIkJCErTHQmKWZeISIqKiZGKEYvRi4iIiYkIitxa3FWREY3

plot(ryad(x),x=0.64..23.76);

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

M:=Matrix([[X[1],X[2],X[3]],[X[4],X[5],Y[1]],[Y[2],Y[3],Y[4]]]);

NiM+SSJNRzYiLUknUlRBQkxFR0YlNiUiKSVHImU9LUknTUFUUklYR0YlNiM3JTclJCIjayEiIyQiKysrKz9rISIqJCIrKysrPzchIik3JSQiKysrKyl6IkY3JCIrKysrd0JGNyQhKzI3MVNTISM1NyUkIitrKXloeiJGNCQiK24yckk5RjQkISsnM2UhUkVGP0knTWF0cml4RzYkSSpwcm90ZWN0ZWRHRklJKF9zeXNsaWJHRiU=

det(M);

NiMtSSRkZXRHNiI2Iy1JJ1JUQUJMRUdGJTYlIiklRyJlPS1JJ01BVFJJWEdGJTYjNyU3JSQiI2shIiMkIisrKys/ayEiKiQiKysrKz83ISIpNyUkIisrKyspeiJGOCQiKysrK3dCRjgkISsyNzFTUyEjNTclJCIrayl5aHoiRjUkIituMnJJOUY1JCErJzNlIVJFRkBJJ01hdHJpeEc2JEkqcHJvdGVjdGVkR0ZKSShfc3lzbGliR0Yl

with(linalg);

the protected names norm and trace have been redefined and unprotected

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

det(M);

NiMkISspNGVtJT0hIig=

Diff(f(x),x);

NiMtSSVEaWZmRzYkSSpwcm90ZWN0ZWRHRiZJKF9zeXNsaWJHNiI2JComLUkjbG5HRiU2I0kieEdGKCIiIi1JJHNpbkdGJTYjLCRGLiQiJDkkISIjRi9GLg==

diff(f(x),x);

NiMsJiomSSJ4RzYiISIiLUkkc2luRzYkSSpwcm90ZWN0ZWRHRitJKF9zeXNsaWJHRiY2IywkRiUkIiQ5JCEiIyIiIkYyKiYtSSNsbkdGKjYjRiVGMi1JJGNvc0dGKkYtRjJGLw==

Int(f(x),x=0.64..23.76);

NiMtSSRJbnRHNiRJKnByb3RlY3RlZEdGJkkoX3N5c2xpYkc2IjYkKiYtSSNsbkdGJTYjSSJ4R0YoIiIiLUkkc2luR0YlNiMsJEYuJCIkOSQhIiNGLy9GLjskIiNrRjYkIiV3QkY2

int(f(x),x=0.64..23.76);

NiMkIStNSXNieSEjNQ==

a1:=0.177; a2:=13.400; a3:=5.460; a4:=0.300; a5:=7.04; a6:=0.706; a7:=0.447;

NiM+SSNhMUc2IiQiJHgiISIkNiM+SSNhMkc2IiQiJitNIiEiJA==NiM+SSNhM0c2IiQiJWdhISIkNiM+SSNhNEc2IiQiJCskISIkNiM+SSNhNUc2IiQiJC8oISIjNiM+SSNhNkc2IiQiJDEoISIkNiM+SSNhN0c2IiQiJFolISIk

b1:=4.162; b2:=36.20; b3:=35.40; b4:=0.0332; b5:=-2.110; b6:=0.117; b7:=0.0262;

NiM+SSNiMUc2IiQiJWlUISIkNiM+SSNiMkc2IiQiJT9PISIjNiM+SSNiM0c2IiQiJVNOISIjNiM+SSNiNEc2IiQiJEskISIlNiM+SSNiNUc2IiQhJTVAISIkNiM+SSNiNkc2IiQiJDwiISIkNiM+SSNiN0c2IiQiJGkjISIl

Wx:=([S+b1,b6,-b7,-1,0]);

NiM+SSNXeEc2IjcnLCZJIlNHRiUiIiIkIiVpVCEiJEYpJCIkPCJGLCQhJGkjISIlISIiIiIh

Wy:=([a6,S+a1,-1,0,-1]);

NiM+SSNXeUc2IjcnJCIkMSghIiQsJkkiU0dGJSIiIiQiJHgiRilGLCEiIiIiIUYv

bet:=([b2,a2,S+a4,0,0]);

NiM+SSRiZXRHNiI3JyQiJT9PISIjJCImK00iISIkLCZJIlNHRiUiIiIkIiQrJEYsRi8iIiFGMg==

gam:=([0,0,-b4,S,0]);

NiM+SSRnYW1HNiI3JyIiIUYnJCEkSyQhIiVJIlNHRiVGJw==

ksi:=([0,0,0,0,S]);

NiM+SSRrc2lHNiI3JyIiIUYnRidGJ0kiU0dGJQ==

rvis:=([-a5,-a3,-a7,0,0]);

NiM+SSVydmlzRzYiNyckISQvKCEiIyQhJWdhISIkJCEkWiVGLCIiIUYv

eler:=([-b3,-b5,0,0,0]);

NiM+SSVlbGVyRzYiNyckISVTTiEiIyQiJTVAISIkIiIhRi1GLQ==

A:=TTdSMApJNVJUQUJMRV9TQVZFLzE4NTgxMjg0WCwlKWFueXRoaW5nRzYiNiJbZ2whIiUhISEjKiIkIiQkIiNrISIjJCIrKysrKXoiISIpJCIrayl5Cmh6IiEiKiQiKysrKz9rRi8kIisrKyt3QkYsJCIrbjJySTlGLyQiKysrKz83RiwkISsyNzFTUyEjNSQhKyczZSFSRUY6RiYKTTdSMApJNVJUQUJMRV9TQVZFLzE4NTgxMjg0WCwlKWFueXRoaW5nRzYiNiJbZ2whIiUhISEjKiIkIiQkIiNrISIjJCIrKysrKXoiISIpJCIrayl5Cmh6IiEiKiQiKysrKz9rRi8kIisrKyt3QkYsJCIrbjJySTlGLyQiKysrKz83RiwkISsyNzFTUyEjNSQhKyczZSFSRUY6RiYK