# Symbolic Integration Patterns - HP 48gII Advanced User's Reference Manual

Graphing calculator.

Unit object
real magnitude
each prefix
each unit name
each ×, ^, or /
each exponent
Unquoted global or
local name
Vector
XLIB name

## Symbolic Integration Patterns

This table lists the symbolic integration patterns used by the hp49g+/hp48gII. These are the integrands that the
hp49g+/hp48gII can integrate symbolically.
is a linear function of the variable of integration. The antiderivatives should be divided by the first
coefficient in to reduce the expression to its simplest form. Also, patterns beginning with 1 / match INV: for
example, 1 / is the same as INV( ).
ACOS( )
ALOG( )
ASIN( )
ATAN( )
COS( )
1/(COS( )×SIN( ))
COSH( )
1/(COSH( )×SINH( ))
1/(COSH( )
EXP( )
EXPM( )
LN( )
LOG( )
SIGN( )
SIN( )
1/(SIN( )×COS( ))
1/(SIN( )×TAN( ))
E - 2 Technical Reference
Object Size, continued
Object Type
7.5 +
2.5 or 10.5
6
5 + number of characters
2.5
2.5 or 10.5
3.5 + number of characters
12.5 + 8 × number of elements
5.5
Symbolic Integration
Pattern
.434294481904×ALOG( )
SIN( )
LN(TAN( ))
SINH( )
LN(TANH( ))
2
)
TANH( )
EXP( )
EXP( )
.434294481904× ×LN( )
ABS( )
LN(TAN( ))
Size ( bytes )
Antiderivative
2
×ACOS( )
(1
)
2
×ASIN( )+ (1
)
2
×ATAN( )
LN(1+
)/2
×LN( )
COS( )
INV(SIN( ))
order