LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYjLUkjbWlHRiQ2I1EhRic= restart; f:=x-> x^4/4 + x^2/2+x+3;

Zio2I0kieEc2IkYlNiRJKW9wZXJhdG9yR0YlSSZhcnJvd0dGJUYlLCoqJiMiIiIiIiVGLClGJEYtRixGLComI0YsIiIjRiwpRiRGMUYsRixGJEYsIiIkRixGJUYlRiU=

evalf(f(2));

JCIjNiIiIQ==

h:=x^2+5*x+6;

LCgqJClJInhHNiIiIiMiIiJGKComIiImRihGJUYoRigiIidGKA==

solve(h,x);factor(h);

NiQhIiMhIiQ=

KiYsJkkieEc2IiIiIiIiJEYmRiYsJkYkRiYiIiNGJkYm

evalf((solve(f(x),x)));

NiYsJiQiMC5RdFprWDgiISM5IiIiKiYkIjAhUjt3XjEheSJGJkYnXiNGJ0YnRicsJkYkISIiKiYkIjAxVkBwIm8mPSJGJkYnRitGJ0YnLCZGJEYtRi5GLSwmRiRGJ0YoRi0=

with(plots): plot(f(x),x=-2..1);

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plot(x^2+x+1,x=-4..4);

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solve(x^2+x+1);

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plot(h,x=-4..2,view=[-4..0,-0.5..6]);

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plot(x^2+2*x+1,x=-2..0);

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solve(x^3+x+1);

NiUsJiomIyIiIiIiJ0YmKSwmIiQzIkYmKiYiIzdGJikiIyQqI0YmIiIjRiZGJiNGJiIiJEYmISIiKiZGMEYmRihGM0YmLCgqJiNGJkYsRiZGKEYmRiYqJEYoRjNGMyooKiZGL0YmXiNGJkYmRiYpRjJGL0YmLCZGJEYzRjRGM0YmRiYsKEY2RiZGOEYzKigsJEY6RiZGJkY8RiZGPUYmRjM=

evalf(solve(x^3+x+1));

NiUkIStTIXlLI28hIzUsJiQiKz4hUjtUJEYlIiIiKiYkIisrOWFoNiEiKkYpXiNGKUYpISIiLCZGJ0YpRipGKQ==

fsolve(x^5+x+1,x,-1..0);

JCEraW14W3YhIzU=

solve(x^2+6*x+9);

NiQhIiRGIw==

plot(x^2+6*x+9);

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solve(x^2+x+5);

NiQsJiMiIiIiIiMhIiIqJiomRiRGJV4jRiVGJUYlKSIjPkYkRiVGJSwmRiRGJyomLCRGKUYlRiVGK0YlRic=

plot(x^2+x+5);

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solve(x^2+4*x-5);

NiQiIiIhIiY=

plot(x^2+4*x-5);

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plot(x^5-x+1);

-%%PLOTG6(-%'CURVESG6$7dw7$$!$+"!""$!'!*)***!""7$$!1([(\**y%[*)*!#:$!0"Gj?84%[*!#57$$!1xa4>cN.)*!#:$!1FA6:Qh`!*!#67$$!1AX!4)HY+(*!#:$!0htYx>$)e)!#57$$!1)e<NI))of*!#:$!178Z28YR")!#67$$!1jC\)*e!Q\*!#:$!1a&He>n:r(!#67$$!0%yc8`B)R*!#9$!0pO5596L(!#57$$!19Fa3vF*H*!#:$!1E=:z=:`p!#67$$!1E^-0_$p>*!#:$!1id^i[#)yl!#67$$!1kGd96#\4*!#:$!1a-'z;<>A'!#67$$!1'3<M3()**)*)!#:$!1cxhNm7re!#67$$!1"He;8hv*))!#:$!1Ufo")GUvb!#67$$!1D]+,9^$z)!#:$!1R!RMd7pD&!#67$$!1/3;KW.*o)!#:$!1K_gY'3>&\!#67$$!1Qyc8:N)e)!#:$!1<21V%Q:n%!#67$$!1Z%*)yx@p\)!#:$!2;#Q#R*\2GW!#77$$!1tW*)yH?)Q)!#:$!1%3s'zf*=:%!#67$$!1(Qxa*Q5'H)!#:$!1F$)4zX()GR!#67$$!0<Mowq*)=)!#9$!1u/#Qt8;o$!#67$$!1u[(\zRT4)!#:$!20gLS4!GtM!#77$$!1BZ%*)=&4!*z!#:$!2(yI>0hmbK!#77$$!1*)zf>,-"*y!#:$!1))H<c'=(eI!#67$$!1f>Ryck(y(!#:$!1TZ,CJ]jG!#67$$!1$yc8n:Fp(!#:$!/Ylrd8$p#!"*7$$!1a3<M3K!f(!#:$!28T#*e^h&=D!#77$$!1(RzePhR[(!#:$!2v/FX;LpM#!#77$$!1pQxa^P"R(!#:$!2o[8j6m_?#!#77$$!1([(\*\z8H(!#:$!1AGUx4.g?!#67$$!1v],.U2)=(!#:$!29nTU@F"=>!#77$$!1;JiC,,(3(!#:$!2t85R?wpy"!#77$$!1/3;KaA*)p!#:$!20>Uo'f+n;!#77$$!1v],.Al!)o!#:$!2dlI)pzVT:!#77$$!20>QwK%4$y'!#;$!2wp"yt:<N9!#77$$!14=Os/$*ym!#:$!2K394eh#G8!#77$$!1U%)oPDa%e'!#:$!2s8Z+fxpB"!#77$$!1\)pRf^8['!#:$!2=#\^NM*H9"!#77$$!1X*)ydpD%Q'!#:$!2-]`$))>')f5!#77$$!20;Kk3lFG'!#;$!/2N?H2#y*!#57$$!1zd:J#QN='!#:$!1o&)4+m;L!*!#77$$!1Qxa4plzg!#:$!1YF$*of)*)H)!#77$$!1c7D]ogzf!#:$!1lUwO!oxj(!#77$$!1^.297Hxe!#:$!1DfZoa$e+(!#77$$!1v],.G#ex&!#:$!0@)*z.F6U'!#67$$!1$yc8(Qe#o&!#:$!1y5(pmv)=f!#77$$!1T$oO`@dd&!#:$!0Kc"y%*Q#Q&!#67$$!1BY#\eU,[&!#:$!2b1k%3M;O\!#87$$!1hAX!\N#y`!#:$!1=k#)zC[$\%!#77$$!1\**)zR(p!G&!#:$!2leD.^t+5%!#87$$!1NqS")QRs^!#:$!2'fni`6,'p$!#87$$!1\)pR*4hy]!#:$!1s]?hxUsL!#77$$!1Z%*)ydm@(\!#:$!2&HJ"zQ6I.$!#87$$!117C[S:v[!#:$!1cjA^R)zu#!#77$$!1tY$peP!pZ!#:$!0HKXNV6Y#!#67$$!1yc8FqZxY!#:$!2&p7_"HWLB#!#87$$!2&Hf=P-?tX!#;$!2')evH@aZ*>!#87$$!1^,.1SZsW!#:$!1okF7"eSy"!#77$$!2:U%)od8=P%!#;$!2eax,;S;f"!#87$$!1#['HfM_rU!#:$!1CV#4dvnT"!#77$$!1JjE`g<vT!#:$!22#3&oroNE"!#87$$!1%*)yd&>-rS!#:$!2l)GmYJ786!#87$$!1=Pu[bvrR!#:$!1A38QJ#Q$)*!#87$$!21C['HBGnQ!#;$!1**)>)3=f,')!#87$$!2PrU&3*3Fx$!#;$!17'=];>`f(!#87$$!2kMpQd(=oO!#;$!1PVGM")o%f'!#87$$!2&=Pu[V2oN!#;$!1\)Qw4Ovt&!#87$$!2/05?![?oM!#;$!0EOFHPK(\!#77$$!1LoOt1*QO$!#:$!1U>[sJqjU!#87$$!1>Qw_N"yE$!#:$!1;V+n]p$o$!#87$$!2$zf>RuTpJ!#;$!2c'y&p%RWcJ!#97$$!2W&4>QkxgI!#;$!2XJHR59dk#!#97$$!1kFb54TiH!#:$!2[.#Q9v!>C#!#97$$!1T$oOt8='G!#:$!1)Rk&>X'4)=!#87$$!1**)zf**3&fF!#:$!2AU7L#*[Dc"!#97$$!1a3<M5ZlE!#:$!1jgAMB!)38!#87$$!21Ig?hH_c#!#;$!2(=;h:e8v5!#97$$!2V&3<M7vlC!#;$!1Px?$32#o()!#97$$!2aGd9HS$fB!#;$!1E>f&GkY(p!#97$$!116AWsVlA!#:$!2C!y<&>80k&!#:7$$!2v_06i#4d@!#;$!2w)=B**>eaV!#:7$$!1%ze<&*>$f?!#:$!2aQX<)ei(R$!#:7$$!20:Ig+zD'>!#;$!2E"RYS"p`h#!#:7$$!2sFb5T^&e=!#;$!2$HR8u@pJ>!#:7$$!1v],.I5a<!#:$!2">ulo&H_Q"!#:7$$!2uU&3</2f;!#;$!1K'30*fg5**!#:7$$!2L!3;K+:e:!#;$!1(QR()Qchi'!#:7$$!2()******fh'f9!#;$!1i$>))3$[mT!#:7$$!17D]+"**GN"!#:$!2QYSHZ)[z@!#;7$$!2<Qw_&)>0E"!#;$!17Sw%)*Q$=#*!#;7$$!21MoO$*=W:"!#;$"2"o@6*3*>T5!#<7$$!2cBZ%*[yY0"!#;$"1#GnfX(3(\(!#;7$$!1xsX"H9!f&*!#;$"1Ao_ziyd6!#:7$$!1Jxa4zXq&)!#;$"1xW9NLk%R"!#:7$$!1rV([(H>iv!#;$"2.)oT[4"*3:!#;7$$!1*)e<N!\M\'!#;$"2&p+td$**Q`"!#;7$$!1Hu[(\:N^&!#;$"29Dv$*o,/]"!#;7$$!1l;Lm_>YX!#;$"2UFh+#**>N9!#;7$$!1&['Hfe97N!#;$"1N-$=jqeM"!#:7$$!2B=Pu[Z.[#!#<$"1%)=Jrf4Z7!#:7$$!1$Rze<ZUb"!#;$"2Q.>!>SLb6!#;7$$!1HJkGd9sX!#<$"2f?%[d7sX5!#;7$$"1R#f=P9tg%!#<$"1$)3()Q1FR&*!#;7$$"2C/5?SsV`"!#<$"1[.*z0ykY)!#;7$$"2aLnMpe!fD!#<$"1zmEBi">X(!#;7$$"1Lu[(\")RZ$!#;$"1fna')phwl!#;7$$".(Rzy!H]%!#8$"1d+yAs@#o&!#;7$$"1UjE`YlQb!#;$"1-!G9ylD)\!#;7$$"1$f<Nqy%pl!#;$"2.(3XwP;aY!#<7$$"1AQw_X=Dv!#;$"1hS!4btz)[!#;7$$"1#3:IgiZ^)!#;$"1d(G)[a&4'f!#;7$$"1Y4>Qc=Q&*!#;$"1a\?_6Rc$)!#;7$$"2wNrUlKe0"!#;$"2Qm>H1$Hc7!#;7$$"2h8Faom2;"!#;$"2nPVt5Dl%>!#;7$$"2#Hf=PE>`7!#;$"1FL/(QPx$G!#:7$$"2n>RyOUsN"!#;$"1i(Q\Pm$[U!#:7$$"2wT$oO$><Y"!#;$"04\xxi7@'!#97$$"2PQw_D-Cc"!#;$"1^![b$3"zu)!#:7$$"2Xxa4*>$Ql"!#;$"1O!Q!>`'=<"!#97$$"2#\(\**y]Dw"!#;$"21vIN:gZi"!#:7$$"2L$oOt)\Y&=!#;$"1e)3>2/*3@!#97$$"2805?+$yh>!#;$"1=(HF))[&4G!#97$$"2lMpQ(Rhc?!#;$"1.4F%oFOd$!#97$$"1(\**)z&e1;#!#:$"1Nq`&GcHf%!#97$$"23BY#\OtfA!#;$"2k-VY!eMmd!#:7$$"27E_/43JO#!#;$"1OwpH$[GB(!#97$$"2(Qu[(4Q!eC!#;$"1(4xHP2t#))!#97$$"2&oLnMHVgD!#;$"2/gtILP[3"!#97$$"2V#['HR#zmE!#;$"2%\K0et7K8!#97$$"2ONqShy$fF!#;$"1Lu+VA<#e"!#87$$"1MnMpUPfG!#:$"2$e0)pS@G*=!#97$$"1X"HeczE'H!#:$"1Ney`&RHE#!#87$$"2s5@UkVP1$!#;$"2ET8kpI(yE!#97$$"2xT$oO$G:;$!#;$"22pHX`<p8$!#97$$"2v9Hec,,F$!#;$"28aoI(et;P!#97$$"2(Hg?T%fwO$!#;$"1Crqv%[yI%!#87$$"2DT#['HB=Z$!#;$"2%HKV0EV>]!#97$$"0yb6B6ic$!#9$"1CD$*p:ZUd!#87$$"1rV([<-%pO!#:$"1CP_S'yci'!#87$$"1y_06o\mP!#:$"1*fcLUjEb(!#87$$"2:17Co))z'Q!#;$"1=/q9u[H')!#87$$"2EW)oPb@nR!#;$"1aB-K%4vz*!#87$$"1%['Hfo4rS!#:$"2w(\*[%fA:6!#87$$"2b'Hf=p9rT!#;$"2%>(yUsi%f7!#87$$"1oQxaDYtU!#:$"2b)eM<V+A9!#87$$"1Z"He'4$\P%!#:$"2W)yfQ!R$*f"!#87$$"1Pu[(*)p"oW!#:$"2w_*f`"oux"!#87$$"1ze<NA.vX!#:$"21y'>">i2+#!#87$$"20g>R=61n%!#;$"12ZJnl'*=A!#77$$"0'>Ry#=Dx%!#9$"1UIdGa:sC!#77$$"2NFa3Pc+([!#;$"2$4&35M@ct#!#87$$"1'=Pu))f$y\!#:$"2."\VG"zR0$!#87$$"1sV([xU@2&!#:$"2:Y@5IuHN$!#87$$"1uZ&4>(ey^!#:$"29$[OkEA?P!#87$$"1:Ig?(*fv_!#:$"1_"oGm'H#3%!#77$$"1[&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evalf(solve(x^5-x+1));

NicsJl0zRkU4NzlFRUVCNzExNjdEIiIiKiZdM0ZENjhFRTREMEJFODQ0N0YlXiNGJUYlRiUsJl0zRkM3MzI5RkVFRkM3MkI4ISIiKiZdM0ZGMTU3RTA0MTc4NjRFQkYlRihGJUYlXUJGRjJBRDQ2RUZCMUY5Q0YsJkYqRitGLEYrLCZGJEYlRiZGKw==

solve(x^5-x+1);

NictSSdSb290T2ZHNiQlKnByb3RlY3RlZEdJKF9zeXNsaWJHNiI2JCwoKiQpSSNfWkdGJSIiJiIiIkYvRi0hIiJGL0YvL0kmaW5kZXhHRiVGLy1GJDYkRiovRjIiIiMtRiQ2JEYqL0YyIiIkLUYkNiRGKi9GMiIiJS1GJDYkRiovRjJGLg==

fsolve(x^5-x+1,x);

JCEreVJJbjYhIio=

I have use solve() to solve the equations and plot() to draw the function. I also use evalf() and solve() to have all roots and fsolve() to find the real root. evalc(x+1+I);

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1/(a-b) + 1/(a+b); 1/(a+I*b) + 1/(a+I*b);

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evalc(%);

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l:solve(T=2*pi*sqrt(l/g),l);

LCQqKiMiIiIiIiVGJSlJIlRHNiIiIiNGJSlJI3BpR0YpRiohIiJJImdHRilGJUYl

simplify( ((x+3) / (x-3)) - ((x-3) / (x+3)));

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solve(1/R = (1/p + 1/q));

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R:='R'; p:='p'; q:='q';

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SSJwRzYi

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I use the function simplify() to simplify the equation, and solve() to solve it. factor (5*x^2*y^2-10*x^2*y+20*y^2);

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restart; diff(1/x,x);

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int(-1/x^2, x);

KiRJInhHNiIhIiI=

diff(x*sin(x), x);diff(%,x);diff(%,x);

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LCYqJiIiJCIiIi1JJHNpbkc2JCUqcHJvdGVjdGVkR0koX3N5c2xpYkc2IjYjSSJ4R0YrRiUhIiIqJkYtRiUtSSRjb3NHRihGLEYlRi4=

diff(1/(x+1), x);diff(%,x);diff(%,x);

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LCQqJiIiIyIiIiksJkkieEc2IkYlRiVGJSIiJCEiIkYl

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diff(tan(x),x);diff(%,x);diff(%,x);

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LCQqKCIiIyIiIi1JJHRhbkc2JCUqcHJvdGVjdGVkR0koX3N5c2xpYkc2IjYjSSJ4R0YrRiUsJkYlRiUqJClGJkYkRiVGJUYlRiU=

LCYqJiIiIyIiIiksJkYlRiUqJCktSSR0YW5HNiQlKnByb3RlY3RlZEdJKF9zeXNsaWJHNiI2I0kieEdGL0YkRiVGJUYkRiVGJSooIiIlRiVGKUYlRidGJUYl

int(x*exp(-3*x), x);

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int(x*exp(-3*x), x=1..2);

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int(x*exp(-3*x), x=0..infinity);

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int(1/x, x=1..infinity);

SSlpbmZpbml0eUclKnByb3RlY3RlZEc=

int(1/x, x=0..infinity);

SSlpbmZpbml0eUclKnByb3RlY3RlZEc=

Nothing happened restart; plot([cos(x),sin(x)],x=0..Pi, colour=[red,blue], title=`Trig.graph LOL`);

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assume(R>0); p:=cos(2*x)-3*sin(2*x);

LCYtSSRjb3NHNiQlKnByb3RlY3RlZEdJKF9zeXNsaWJHNiI2IywkKiYiIiMiIiJJInhHRihGLUYtRi0qJiIiJEYtLUkkc2luR0YlRilGLSEiIg==

expand(p);

LCgqJiIiIyIiIiktSSRjb3NHNiQlKnByb3RlY3RlZEdJKF9zeXNsaWJHNiI2I0kieEdGLEYkRiVGJUYlISIiKigiIidGJS1JJHNpbkdGKUYtRiVGJ0YlRi8=

combine(p);

LCYtSSRjb3NHNiQlKnByb3RlY3RlZEdJKF9zeXNsaWJHNiI2IywkKiYiIiMiIiJJInhHRihGLUYtRi0qJiIiJEYtLUkkc2luR0YlRilGLSEiIg==

expand(R*sin(2*x-b));

LCgqLCIiIyIiIkkjUnxpckc2IkYlLUkkY29zRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliR0YnNiNJImJHRidGJS1JJHNpbkdGKjYjSSJ4R0YnRiUtRilGMUYlRiUqKkYkRiVGJkYlLUYwRi1GJSlGM0YkRiUhIiIqJkYmRiVGNUYlRiU=

x:=evalf(solve({R*sin(2*x-b),R>0}, {b, R}));

Warning, solve may be ignoring assumptions on the input variables.

Error, recursive assignment

x:=3+2*I;

XiQiIiQiIiM=

JSFH abs(x);

KiQiIzgjIiIiIiIj

evalf(%);

JCIrdjdiME8hIio=

y:=conjugate(x);

XiQiIiQhIiM=

x*y;

IiM4

assume(a,real); assume(b,real); z:=(a+I*b); abs(z); conjugate(z)*z;

LCZJI2F8aXJHNiIiIiIqJl4jRiVGJUkjYnxpckdGJEYlRiU=

KiQsJiokSSNhfGlyRzYiIiIjIiIiKiRJI2J8aXJHRiZGJ0YoI0YoRic=

KiYsJkkjYXxpckc2IiIiIiomXiMhIiJGJkkjYnxpckdGJUYmRiZGJiwmRiRGJiomXiNGJkYmRipGJkYmRiY=

simplify(%);

LCYqJEkjYXxpckc2IiIiIyIiIiokSSNifGlyR0YlRiZGJw==

convert(cos(theta) + I*sin(theta), exp);

LUkkZXhwRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliRzYiNiMqJl4jIiIiRitJJnRoZXRhR0YnRis=

series(exp(I*theta), theta=0,10);

KzlJJ3RoZXRhfGlyRzYiIiIiIiIhXiNGJUYlIyEiIiIiI0YqXiMjRikiIiciIiQjRiUiI0MiIiVeIyNGJSIkPyIiIiYjRikiJD8oRi1eIyNGKSIlU10iIigjRiUiJj8uJSIiKV4jI0YlIichKUdPIiIqLUkiT0clKnByb3RlY3RlZEc2I0YlIiM1

convert(%, polynom);

LDYiIiJGIyomXiNGI0YjSSd0aGV0YXxpckc2IkYjRiMqJEYmIiIjIyEiIkYpKiZeIyNGKyIiJ0YjRiYiIiRGIyokRiYiIiUjRiMiI0MqJl4jI0YjIiQ/IkYjRiYiIiZGIyokRiZGLyNGKyIkPygqJl4jI0YrIiVTXUYjRiYiIihGIyokRiYiIikjRiMiJj8uJSomXiMjRiMiJyEpR09GI0YmIiIqRiM=

Re(%);

LCwiIiJGIyokSSd0aGV0YXxpckc2IiIiIyMhIiJGJyokRiUiIiUjRiMiI0MqJEYlIiInI0YpIiQ/KCokRiUiIikjRiMiJj8uJQ==

Im(convert(series(exp(I*theta), theta=0,10), polynom));

LCxJJ3RoZXRhfGlyRzYiIiIiKiRGIyIiJCMhIiIiIicqJEYjIiImI0YlIiQ/IiokRiMiIigjRikiJVNdKiRGIyIiKiNGJSInISlHTw==

convert(series(cos(theta), theta=0,10), polynom);

LCwiIiJGIyokSSd0aGV0YXxpckc2IiIiIyMhIiJGJyokRiUiIiUjRiMiI0MqJEYlIiInI0YpIiQ/KCokRiUiIikjRiMiJj8uJQ==

convert(series(sin(theta), theta=0,10), polynom);

LCxJJ3RoZXRhfGlyRzYiIiIiKiRGIyIiJCMhIiIiIicqJEYjIiImI0YlIiQ/IiokRiMiIigjRikiJVNdKiRGIyIiKiNGJSInISlHTw==

exp(-i*pi)=exp(-I*Pi);

Ly1JJGV4cEc2JCUqcHJvdGVjdGVkR0koX3N5c2xpYkc2IjYjLCQqJkkiaUdGKCIiIkkjcGlHRihGLSEiIkYv

add(exp(-n*I), n=1..5);

LCwtSSRleHBHNiQlKnByb3RlY3RlZEdJKF9zeXNsaWJHNiI2I14jISIiIiIiLUYkNiNeIyEiI0YsLUYkNiNeIyEiJEYsLUYkNiNeIyEiJUYsLUYkNiNeIyEiJkYs

S:=(m,n)->sum(exp(2*Pi*(n-m)*k*I/10), k=0..9)/10;

Zio2JEkibUc2IkkibkdGJUYlNiRJKW9wZXJhdG9yR0YlSSZhcnJvd0dGJUYlLCQtSSRzdW1HNiQlKnByb3RlY3RlZEdJKF9zeXNsaWJHRiU2JC1JJGV4cEdGLTYjKipeIyMiIiIiIiZGN0kjUGlHRi5GNywmOSVGNzkkISIiRjdJImtHRiVGNy9GPjsiIiEiIiojRjciIzVGJUYlRiU=

S(1,2);

LDItSSRleHBHNiQlKnByb3RlY3RlZEdJKF9zeXNsaWJHNiI2IyomXiMjIiIiIiImRi1JI1BpR0YmRi0jRi0iIzUtRiQ2IyomXiMjIiIjRi5GLUYvRi1GMC1GJDYjKiZeIyMiIiRGLkYtRi9GLUYwLUYkNiMqJl4jIyIiJUYuRi1GL0YtRjAtRiQ2IyomXiMjISIlRi5GLUYvRi1GMC1GJDYjKiZeIyMhIiRGLkYtRi9GLUYwLUYkNiMqJl4jIyEiI0YuRi1GL0YtRjAtRiQ2IyomXiMjISIiRi5GLUYvRi1GMA==

x:=4+2*I;

XiQiIiUiIiM=

x:='x';

SSJ4RzYi

y:=3-I;

XiQiIiQhIiI=

y:='y';

SSJ5RzYi

x*y;

XiQiIzkiIiM=

x/y;

XiQiIiJGIw==

z:=7-3*I;

XiQiIighIiQ=

x*conjugate(z) + y;

XiQiI0RGIw==