glenda.party
term% ls -F
term% pwd
$home/manuals/plan9_2nd/1/bc
term% cat index.txt
BC(1)                       General Commands Manual                      BC(1)



NAME
       bc - arbitrary-precision arithmetic language

SYNOPSIS
       bc [ -c ] [ -l ] [ file ...  ]

DESCRIPTION
       Bc is an interactive processor for a language that resembles C but pro‐
       vides arithmetic on numbers of arbitrary length with up to  100  digits
       right  of the decimal point.  It takes input from any files given, then
       reads the standard input.  The -l argument stands for the  name  of  an
       arbitrary precision math library.  The following syntax for bc programs
       is like that of C; L means letter a-z,  E  means  expression,  S  means
       statement.

       Lexical

              comments are enclosed in /* */

              newlines end statements

       Names

              simple variables: L
              array elements: L[E]
              The words ibase, obase, and scale

       Other operands

              arbitrarily long numbers with optional sign and decimal point.

              (E)

              sqrt(E)

              length(E)
                     number of significant decimal digits

              scale(E)
                     number of digits right of decimal point

              L(E,...,E)
                     function call

       Operators

              +  -  *  /  %  ^  (% is remainder; ^ is power)

              ++  --

              ==  <=  >=  !=  <  >

              =  +=  -=  *=  /=  %=  ^=

       Statements
              E
              { S ; ...  ; S }
              print E
              if ( E ) S
              while ( E ) S
              for ( E ; E ; E ) S
              null statement
              break
              quit
              "text"

       Function definitions
              define L ( L , ...  , L ){
              auto L , ...  , L
              S ; ...  ; S
              return E

              }

       Functions in
              -l math library

              s(x)   sine

              c(x)   cosine

              e(x)   exponential

              l(x)   log

              a(x)   arctangent

              j(n, x)
                     Bessel function

       All function arguments are passed by value.

       The  value of an expression at the top level is printed unless the main
       operator is an assignment.  Text in quotes, which may include newlines,
       is  also  printed.   Either  semicolons or newlines may separate state‐
       ments.  Assignment to scale influences the number of digits to  be  re‐
       tained on arithmetic operations in the manner of dc(1).  Assignments to
       ibase or obase set the input and output number radix respectively.

       The same letter may be used as an array, a function, and a simple vari‐
       able  simultaneously.   All variables are global to the program.  Auto‐
       matic variables are pushed down during function calls.  In  a  declara‐
       tion  of  an  array  as a function argument or automatic variable empty
       square brackets must follow the array name.

       Bc is actually a preprocessor for dc(1),  which  it  invokes  automati‐
       cally,  unless  the  -c (compile only) option is present.  In this case
       the dc input is sent to the standard output instead.

EXAMPLE
       Define a function to compute an approximate value of  the  exponential.
       Use  it  to  print 10 values.  (The exponential function in the library
       gives better answers.)

       scale = 20
       define e(x) {
            auto a, b, c, i, s
            a = 1
            b = 1
            s = 1
            for(i=1; 1; i++) {
                 a *= x
                 b *= i
                 c = a/b
                 if(c == 0) return s
                 s += c
            }
       }
       for(i=1; i<=10; i++) print e(i)

FILES
       /sys/lib/bclib mathematical library

SOURCE
       /sys/src/cmd/bc.y

SEE ALSO
       dc(1), hoc(1)

BUGS
       No or operators.
       A statement must have all three
       A is interpreted when read, not when executed.



                                                                         BC(1)