| Kommando-Eingabefeld
|
Ergebnis
|
nroot{4}{nroot {3} {1 over
3+x^2} } |
|
ldline R_
%alpha rdline =left ldline matrix {sin %alpha # -cos %alpha
## cos %alpha # sin %alpha} right rdline |
|
{partial over
{partial t} x(t)}+a(x)=%lambda cdot F(x,t) |
|
matrix{
a_11 # a_12 # dotsaxis #a_{"1m"} ##
a_21 # a_22 # dotsaxis # a_{"2m"} ##
dotsvert #dotsvert #dotsdown #dotsvert ##
a_{"n1"} # a_{"n2"} # dotsaxis #a_{"nm"}
} |
|
sqrt{1-x} = 1 - x over 2 -
1 over 2 x^2 over 4 - dotslow |
|
t= size +6 int
from {r_0} to {r_t} size -8 {dr over sqrt {2 over %my [E_cm - V(r)]
- l^2 over {%my^2 r^2} } } |
|
left ( stack{n # k} right ) = fact n over {fact k cdot fact (n-k)}
|
|
f(x) = left lbrace matrix {1# x in setZ ## 1 over x # x in setQ ##0 # x in setR } right none
|
|
[a;a_0,a_1,a_2,dotslow ] = a+{1 over {a_0+1 over {a_1+{1 over {a_2+1 over dotslow}}}}}
|
|