Alphabetical Listing Of Operations - Texas Instruments TI-89 Titanium Short User Manual

Alphabetical Listing of Operations

Operations whose names are not alphabetic (such as +, !, and >) are listed at the
end of this appendix, starting on page 265. Unless otherwise specified, all examples
in this section were performed in the default reset mode, and all variables are
assumed to be undefined. Additionally, due to formatting restraints, approximate
results are truncated at three decimal places (3.14159265359 is shown as 3.141...).
abs()
MATH/Number menu
expression1
abs(
) ⇒
list1
abs(
) ⇒
matrix1
abs(
Returns the absolute value of the argument.
If the argument is a complex number, returns the
number's modulus.
Note: All undefined variables are treated as real
variables.
and
MATH/Test and MATH/Base menus
Boolean expression1
expression
Boolean list1
and
Boolean matrix1
matrix
Returns true or false or a simplified form of the
original entry.
integer1 integer2
and
Compares two real integers bit-by-bit using an
operation. Internally, both integers are
and
converted to signed, 32-bit binary numbers.
When corresponding bits are compared, the result
is 1 if both bits are 1; otherwise, the result is 0.
The returned value represents the bit results, and
is displayed according to the
You can enter the integers in any number base.
For a binary or hexadecimal entry, you must use
the 0b or 0h prefix, respectively. Without a prefix,
integers are treated as decimal (base 10).
If you enter a decimal integer that is too large for
a signed, 32-bit binary form, a symmetric modulo
operation is used to bring the value into the
appropriate range.
154
) ⇒
expression
list
matrix
⇒
expression2
and
⇒
list2 Boolean list
⇒
matrix2 Boolean
and
⇒
integer
Base
abs({p/2,ë p/3}) ¸
abs(2ì3
abs(z) ¸
abs(x+y
x‚3 and x‚4 ¸
Boolean
{x‚3,x 0} and {x‚4,x ë2} ¸
In Hex base mode:
0h7AC36 and 0h3D5F ¸ 0h2C16
Important: Zero, not the letter O.
In Bin base mode:
0b100101 and 0b100 ¸
mode.
In Dec base mode:
37 and 0b100 ¸
Note: A binary entry can have up to 32 digits
(not counting the 0b prefix). A hexadecimal
entry can have up to 8 digits.
Appendix A: Functions and Instructions
i
) ¸
i ) ¸
{x ‚ 4
p p
}
{
2 3
13
|z|
x 2 + y 2
x‚4
ë2}
x
0b100
4