910 appendix a: functions and instructions – Texas Instruments TITANIUM TI-89 User Manual

Page 910

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910

Appendix A: Functions and Instructions

(

magnitude

angle

)

complexValue

(polar input)

Enters a complex value in (r

q) polar form. The

angle

is interpreted according to the current Angle

mode setting.

In Radian angle mode and Rectangular complex
format mode:

5+3

i

ì

(10p/4) ¸

5м 5ш 2+(3м 5ш 2)ш

i

¥¸

л

2.071…м 4.071…ш

i

¡¡¡¡, ', "

2 “

key (

¡),

2 È

key ('),

2 É

key (")

dd

¡¡¡¡

mm

'

ss.ss

"

expression

dd

A positive or negative number

mm

A non-negative number

ss.ss

A non-negative number

Returns

dd

+(

mm

/60)+(

ss.ss

/3600).

This base-60 entry format lets you:

Enter an angle in degrees/minutes/seconds

without regard to the current angle mode.

Enter time as hours/minutes/seconds.

In Degree angle mode:

25°13'17.5"

¸

25.221

...

25°30'

¸

51/2

'

(prime)

2 È key

variable

'

variable

''

Enters a prime symbol in a differential equation. A
single prime symbol denotes a 1st-order
differential equation, two prime symbols denote a
2nd-order, etc.

deSolve(y''=y^(ë 1/2) and y(0)=0 and

y'(0)=0,t,y) ¸

2øy

3/4

3

=t

_

(underscore)

¥ key

expression

_

unit

Designates the units for an

expression

. All unit

names must begin with an underscore.

You can use pre-defined units or create your own
units. For a list of pre-defined units, refer to the
module about constants and measurement units.
You can press 2

9

to select units from a

menu, or you can type the unit names directly.

3_m

4

_ft ¸ 9.842…ø_ft

Note: To type

4, press 2

.

variable

_

When

variable

has no value, it is treated as though

it represents a complex number. By default,
without the _

, the variable is treated as real.

If

variable

has a value, the _ is ignored and

variable

retains its original data type.

Note: You can store a complex number to a
variable without using _

. However, for best

results in calculations such as

cSolve()

and

cZeros()

, the _ is recommended.

Assuming z is undefined:

real(z) ¸

z

real(z_) ¸ real(z_)

imag(z) ¸

0

imag(z_) ¸ imag(z_)

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