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