# Maple/基本运算

Maple 基本运算

(1-1/7)*(1+2/3)^2;

${\displaystyle {\frac {50}{21}}}$

(25)^(1/2);

${\displaystyle 5\,}$

evalf[3000]${\displaystyle 2^{1}/12}$

factorial(15);

${\displaystyle 1307674368000\,}$

15!;

${\displaystyle 1307674368000\,}$

sqrt(81);

${\displaystyle 9\,}$

sqrt(56.81);

${\displaystyle 7.537240874}$

(3)^3;

${\displaystyle 9\,}$

(2.87)^3.77;

${\displaystyle 53.23714421\,}$

f:=(a*x+1)(b*x+2)(c*x+3);

${\displaystyle (a*x+1)*(b*x+2)*(c*x+3)\,}$

expand(f);

${\displaystyle a*x^{3}*b*c+3*a*x^{2}*b+2*a*x^{2}*c+6*a*x+b*x^{2}*c+3*b*x+2*c*x+6\,}$

ifactor(322914592)；

${\displaystyle (593)(13)(7)(2^{5})(11)(17)\,}$

factor(a*x^3*b*c+3*a*x^2*b+2*a*x^2*c+6*a*x+b*x^2*c+3*b*x+2*c*x+6);

${\displaystyle (a*x+1)*(b*x+2)*(c*x+3)\,}$

gcd(1357, 2461));

${\displaystyle 23\,}$

gcd(a*x^2*b+2*a*x+b*x+2, a*x^3*b*c+3*a*x^2*b+2*a*x^2*c+6*a*x+b*x^2*c+3*b*x+2*c*x+6);

${\displaystyle 12*x^{2}-2*x-2\,}$
${\displaystyle \,}$
${\displaystyle \,}$

lcm(81, 7704)

${\displaystyle 69336}$