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2 | :Type,Example,Signification |
2 | :Type,Example,Signification |
3 | :real |
3 | :real |
4 | \real{ |
4 | \real{x=9.1^9+6^8} |
5 | \x is a |
5 | \x is a real number rounded to 8 significant digits. For more precision, use pari or maxima with the text type: \text{a=pari(9.1^9+6^8)} |
6 | :complex |
6 | :complex |
7 | \complex{z=(1+2*i)^3} |
7 | \complex{z=(1+2*i)^3} |
8 | \z is the complex number z=(1+2*i)^3 |
8 | \z is the complex number z=(1+2*i)^3 |
9 | :text |
9 | :text |
10 | \text{a=1 2 3} |
10 | \text{a=1 2 3} |
11 | \a is the text without any transformation |
11 | \a is the text without any transformation |
12 | :integer |
12 | :integer |
13 | \integer{n=3*exp(\a)} |
13 | \integer{n=3*exp(\a)} |
14 | \n is the |
14 | \n is the integer closest to 3*e<sup>\a</sup> (it depends on the value of \a and is calculated first as real, so with 8 significant digits only) |
15 | :rational |
15 | :rational |
16 | \rational{x=2*5/6} |
16 | \rational{x=2*5/6} |
17 | \x is the (exact) rational number 5/3 |
17 | \x is the (exact) rational number 5/3 |
18 | :function |
18 | :function |
19 | \function{f=2*x^2} |
19 | \function{f=2*x^2} |