Úvodní seznámení s matematickými programy

solve(`+`(x, 3) = 4, x); 1

1

solve(`+`(sin(x), cos(x)) = 1, x); 1

`+`(`*`(`/`(1, 2), `*`(Pi))), 0

`:=`(_EnvAllSolutions, true); -1; solve(`+`(sin(x), cos(x)) = 1, x); 1

`+`(`*`(`/`(1, 2), `*`(Pi)), `*`(2, `*`(Pi, `*`(_Z1)))), `+`(`*`(2, `*`(Pi, `*`(_Z2))))

solve({`+`(x, `-`(y)) = 2, `+`(x, y) = 1}, [x, y]); 1

[[x = `/`(3, 2), y = -`/`(1, 2)]]

RealRange(`+`(`-`(infinity)), Open(`+`(`-`(`*`(`^`(6, `/`(1, 2))))))), RealRange(Open(`*`(`^`(6, `/`(1, 2)))), infinity)

solve(`+`(`*`(`^`(x, 3)), `-`(1)) = 0, x); 1

1, `+`(`-`(`/`(1, 2)), `*`(`*`(`/`(1, 2), `*`(I)), `*`(`^`(3, `/`(1, 2))))), `+`(`-`(`/`(1, 2)), `-`(`*`(`+`(`*`(`/`(1, 2), `*`(I))), `*`(`^`(3, `/`(1, 2))))))

RealDomain:-solve(`+`(RealDomain:-`^`(x, 3), `-`(1)) = 0, x); 1

1

{x = 2}