Maple Basics

3*4;

NiMiIzc=

3^4;

NiMiIyIp

(11+2^(5-3))/3;

NiMiIiY=

sin(Pi/2);

NiMiIiI=

evalf(Pi);

NiMkIithRWZUSiEiKg==

evalf(Pi,30);

NiMkIj9HJFFWRVlRS3oqZWBFZlRKISNI

a:=5:a^2;

NiMiI0Q=

unassign('a'):a+a;

NiMsJEkiYUc2IiIiIw==

expand((x+1)^3);

NiMsKiokSSJ4RzYiIiIkIiIiKiRGJSIiI0YnRiVGJ0YoRig=

factor(%);

NiMqJCwmSSJ4RzYiIiIiRidGJyIiJA==

simplify((x+1)^3+(x-1)^3);

NiMsJiokSSJ4RzYiIiIkIiIjRiUiIic=

f:= x-> x^3+x+1: f(3);

NiMiI0o=

simplify(f(a^2+a+1));

NiMsMCokSSJhRzYiIiInIiIiKiRGJSIiJiIiJCokRiUiIiVGJyokRiVGKyIiKCokRiUiIiNGL0YlRi1GK0Yo

sum(n^2,n=1..5);

NiMiI2I=

product(i,i=1..4);

NiMiI0M=

a:=seq(ithprime(n),n = 1 .. 10):a;3*a;

NiwiIiMiIiQiIiYiIigiIzYiIzgiIzwiIz4iI0IiI0g=NiwiIiciIioiIzoiI0AiI0wiI1IiI14iI2QiI3AiIygp

b:=[a]: b;

NiM3LCIiIyIiJCIiJiIiKCIjNiIjOCIjPCIjPiIjQiIjSA==

c:={a}: c;

NiM8LCIiIyIiJCIiJiIiKCIjNiIjOCIjPCIjPiIjQiIjSA==

map(x->x^2,b);

NiM3LCIiJSIiKiIjRCIjXCIkQCIiJHAiIiQqRyIkaCQiJEgmIiRUKQ==

nops(%);

NiMiIzU=

ourgcd := proc(a,b) local atemp, btemp; (atemp, btemp) := (a, b); while btemp > 0 do (atemp, btemp) := (btemp,modp(atemp,btemp)); end do; atemp; end proc: ourgcd(73963,81959);

NiMiJSoqPg==