### Related

show(2^2^3);

Calculate

##### show-sqrt-taylor

e: taylor(sqrt(x), x,...

show(e);

Calculate

##### show-sqrt-taylor

e: taylor(sqrt(1-x), ...

show(e);

Calculate

##### show

show([[a,b],[c,d]]);

Calculate

##### show

sage(x^3/(x+1)^2,x,2)...

Calculate

##### show

ishow(g([a,b],[]));

Calculate

##### show

ishow(g([a,b],[]));

Calculate

##### show

ishow(g([a,b],[]));

Calculate

f1:[1,2,3,4];

f2:[a,b,c,2];

M1:[[f1,f2]];

Calculate

##### show

ishow(g([a,b],[]));

Calculate

### show

Run Example
```(%i1)show(L)::=block([simp:false], simp:false, buildq([L], first([L[1]/L[2]])));
L
1
(%o1) show(L) ::= block([simp : false], simp : false, buildq([L], first([--])))
L
2
(%i2) show([0, 1]), simp:false;
0
(%o2)                                  -
1
(%i3) L:[0, 1];
(%o3)                               [0, 1]
(%i4)  R:[1, 0];
(%o4)                               [1, 0]
(%i5) k:[L, L+R, R];
(%o5)                      [[0, 1], [1, 1], [1, 0]]
(%i6) show(L), simp:false;
0
(%o6)                                  -
1
(%i7) show(R), simp:false;
1
(%o7)                                  -
0
(%i8) show(L+R), simp:false;
1
(%o8)                                  -
1
(%i9) h:[];
(%o9)                                 []
(%i10) block([m:[]], for i in k do (append(m, [show(i)]), return(m))), simp:false;
(%o10)                                []
(%i11) ```
Run Example
```p1=plot2d([x=1], [y, -10, 10]);
plot2d: expression evaluates to non-numeric value everywhere in plotting range.
plot2d: nothing to plot.
(%o1)                             p1 = false
(%i2) show(p1);
(%o2)                              show(p1)
(%i3) ```
Run Example
```show(L)::=block(simp:false, block(buildq([L], first([L[1]/L[2]]))));
L
1
(%o1)  show(L) ::= block(simp : false, block(buildq([L], first([--]))))
L
2
(%i2) L:[0, 1];
(%o2)                               [0, 1]
(%i3) R:[1, 0];
(%o3)                               [1, 0]
(%i4) k:[L, L+R, R];
(%o4)                      [[0, 1], [1, 1], [1, 0]]
(%i5) h:[L, 2*L+R, L+R, L+2*R, R];
(%o5)              [[0, 1], [1, 2], [1, 1], [2, 1], [1, 0]]
(%i6) n:[L, 3*L+R, 2*L+R, L+R, L+2*R, L+3*R, R];
(%o6)      [[0, 1], [1, 3], [1, 2], [1, 1], [2, 1], [3, 1], [1, 0]]
(%i7) show(L);
0
(%o7)                                  -
1
(%i8) show(R);
1
(%o8)                                  -
0
(%i9) map(showm, (L+R));
(%o9)                    showm([0, 1]) + showm([1, 0])
(%i10) block([m:[]], for i in k do (m:append(m, [show(i)])), return(m));
0  1  1
(%o10)                             [-, -, -]
1  1  0
(%i11) block([m:[]], for i in h do (m:append(m, [show(i)])), return(m));
0  1  1  2  1
(%o11)                          [-, -, -, -, -]
1  2  1  1  0
(%i12) block([m:[]], for i in n do (m:append(m, [show(i)])), return(m));
0  1  1  1  2  3  1
(%o12)                       [-, -, -, -, -, -, -]
1  3  2  1  1  1  0
(%i13) ```

Help for Show