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Chapter 4:  Constants, Conversions, Bases, and Complex Numbers
71
04CCCB.DOC   TI-86, Chap 4,  US English   Bob Fedorisko   Revised: 02/13/01 2:20 PM   Printed: 02/13/01 3:01 PM   Page 71 of 16
04CCCB.DOC   TI-86, Chap 4,  US English   Bob Fedorisko   Revised: 02/13/01 2:20 PM   Printed: 02/13/01 3:01 PM   Page 71 of 16
For example, when 
PolarC
 and 
Degree
 modes are set, 
(2,1)
N
(1
±
45)
 returns
(1.32565429614
±
12.7643896828)
.
Using a Complex Number in an Expression
♦ 
Enter the complex number directly.
♦ 
Use the ALPHA keys, alpha keys, and other character keys to enter a complex variable.
♦ 
Select a complex variable from the 
VARS CPLX
 screen.
The CPLX (Complex Number) Menu     
- ‹
conj
real
imag
abs
angle
4
4
Rec
4
Pol
conj (
real
,
imaginary
)
Returns the complex conjugate of a complex value, list, vector or
matrix; the result is 
(
real
,
L
imaginary
)
conj (
magnitude
±
angle
)
Returns 
(
magnitude
±L
angle
)
real (
real
,
imaginary
)
Returns the real portion of a complex number, list, vector, or matrix as
a real number; the result is real
real (
magnitude
±
angle
)
Returns magnitude¹cosine(angle)
imag (
real
,
imaginary
)
Returns the imaginary (non-real) portion of a complex number, list,
vector, or matrix as a real number; the result is imaginary
imag (
magnitude
±
angle
)
Returns magnitude¹sine(angle)
abs (
real
,
imaginary
)
(Absolute value) Returns the magnitude (modulus) of a complex
number, list, vector, or matrix of complex numbers; the result is
‡(real
2
+imaginary
2
)
abs (
magnitude
±
angle
)
Returns magnitude
You can enter the name or a
complex list, vector, or matrix
as an argument for any 
CPLX
menu item.