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The best way to get the latest information about which features have been implemented is to obtain the latest source code from the HEAD branch of the CVS code tree. To download a copy of the Samba Domain Controller source code, you'll need a copy of cvs (http://download.cyclic.com). Use cvs to log in to the Samba CVS source server and update your copy of the Samba source code. $ cvs -d :pserver:cvs@samba.org:/cvsroot login password: cvs $ cvs -d :pserver:cvs@samba.org:/cvsroot co samba $ cvs update -d -P

Row and column headings can be inserted by using the option TableHeadings within the TableForm command. The default is TableHeadings None. TableHeadings Automatic produces consecutive integer labels for both rows and columns. Each row and column of a table can be labeled separately using strings (characters enclosed within double quotes) or Mathematica expressions. The general form of this option is TableHeadings {rowlist, columnlist} where rowlist is a list of row labels and columnlist is a list of column labels. If you desire to have row labels but not column labels, or column labels but not row labels, simply replace rowlist or columnlist by None.

(c) z 2; 1 t2 e2t 2 (d) z i; 0; z i; 0

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Round brackets are used for grouping: (2 + 3) 4 means add 2 + 3 first, then multiply by 4. Never type [2 + 3]* 4. Curly brackets are used for lists: {1, 2, 3, 4}. More about lists in 3.

Use E, not e, for the base of the natural logarithm. Since every Mathematica symbol begins with a capital letter, the base of the natural logarithm is E. This causes a bit of confusion, so be careful. Similarly, I (not i) is the imaginary unit. The symbols and from the Basic Math Input palette may be freely used if desired. Polynomials are not written in standard form. Mathematica writes polynomials with the constant term first and increasing powers from left to right. Thus, the polynomial x2 + 2 x 3 would be converted to 3 + 2 x + x2. To see the expression in a more conventional format, the command TraditionalForm may be used.

EXAMPLE 5 Evaluate the sum of x2 + 3, 2 x + 5, and x3 + 2 and express the answer using TraditionalForm.

Build and install the source as you would a standard distribution (see 5). It's a good idea to install the binaries using an alternate directory tree for testing and evaluation purposes. Configure Samba as outlined in the previous section describing domain control

16.64. Find the residue of ezt tan z at the simple pole z 3 =2. Ans: e3 t=2 z2 dz , where C is a simple closed curve enclosing all the poles. C z 1 z 3 8 i

Sqrt[81] 9 sqrt[81] sqrt[81]

1.8 Use parentheses to multiply the sum of 2 and 3 by the sum of 5 and 7. What happens if you use square brackets

(2 + 3)(5 + 7) 60 [2 + 3][5 + 7]

16.65. Evaluate Ans:

Syntax sntxb : Expression cannot begin with "[2+3][5+7]". Syntax tsntxi : "[2+3]" is incomplete; more input is needed. Syntax sntxi : Incomplete expression; more input is needed.

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Sin[Pi/2] or Sin[o/2] 1 Sin(Pi/2)

1.10 Alexis typed [4 + 1] * [6 + 2] during a Mathematica session. Why didn t she get an answer of 40

16.66. If C is a simple closed curve enclosing z i, show that zezt dz 1 t sin t 2 2 1 2 C z 16.67. If f z P z =Q z , where P z Q z are polynomials such that the degree of P z is at least two less than and the degree of Q z , prove that

1.11 Why didn t Ariel get an answer of 3 when she typed sqrt[9]

1.12 Why didn t Lauren get an answer of 1 when she typed Cos(0)

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