reset();

il_aku:6;

pojemnosc:100;

Calculate

reset();

il_aku:6;

pojemnosc:100;

Calculate

reset();

il_aku:6;

pojemnosc:75;

Calculate

reset();

il_aku:6;

pojemnosc:200;

Calculate

? reset;

Calculate

reset();

Calculate

reset();

il_aku:6;

pojemnosc:150;

Calculate

reset();

il_aku:6;

pojemnosc:120;

Calculate

reset();

il_aku:6;

pojemnosc:120;

Calculate

reset();

il_aku:6;

pojemnosc:70;

Calculate

### reset

Run Example
```(%i1)kill(all);
(%o0)                                done
(%i1)  reset();
(%o1)       [__, labels, mopl, tr-unique, features, lispdisp, %, _]
(%i2) define ( p(x), (4*x^2 +7*x - 9)) ;
2
(%o2)                       p(x) := 4 x  + 7 x - 9
(%i3) p(2);
(%o3)                                 21
(%i4) p(2.1);
(%o4)                                23.34
(%i5) realroots( (p(x)=0) ) ;
87629261      28909005
(%o5)                   [x = - --------, x = --------]
33554432      33554432
(%i6) float (%i5) ;
(%o6)                                 %i5
(%i7) p(x)=50;
2
(%o7)                         4 x  + 7 x - 9 = 50
(%i8) ```
Run Example
```kill(all);
(%o0)                                done
(%i1)  reset();
(%o1)       [__, labels, mopl, tr-unique, features, lispdisp, %, _]
(%i2)  ratprint:false;
(%o2)                                false
(%i3)  logabs:true;
(%o3)                                true
(%o4) /usr/share/maxima/5.21.1/share/contrib/diffequations/contrib_ode.mac
(%i5) de : x*'diff(y,x,2) - 'diff(y,x,1) = 0;
2
d y   dy
(%o5)                           x --- - -- = 0
2   dx
dx
(%i6) gsoln : contrib_ode(de,y,x);
2   %k1
(%o6)                         [y = %k2 x  - ---]
2
(%i7) method;
(%o7)                                exact
(%i8) ode_check(de,gsoln[1]);
(%o8)                                  0
(%i9) ```
Run Example
```kill(all);
(%o0)                                done
(%i1) reset();
(%o1)       [__, labels, mopl, tr-unique, features, lispdisp, %, _]
(%i2) /*datos*/r1:1;
(%o2)                                  1
(%i3) r2:3;
(%o3)                                  3
(%i4) r3:3;
(%o4)                                  3
(%i5) v1:5*sqrt(2)*sin(2*%pi*f1*t);
(%o5)                      5 sqrt(2) sin(2 %pi f1 t)
(%i6) v2:15*sqrt(2)*sin(2*%pi*f2*t);
(%o6)                     15 sqrt(2) sin(2 %pi f2 t)
(%i7) f1:60;
(%o7)                                 60
(%i8) f2:60;
(%o8)                                 60
(%i9) /*ecuaciones de mallas*/ec1:(r1+r2)*x1-r2*x2=v1;
(%o9)               4 x1 - 3 x2 = 5 sqrt(2) sin(2 %pi f1 t)
(%i10) ec2:(r2+r3)*x2-r2*x1=-v2;
(%o10)            6 x2 - 3 x1 = - 15 sqrt(2) sin(2 %pi f2 t)
(%i11) ```

Help for Reset