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r Galculate the Outer Product of Two Vectors
Example: Calculate the outer product of Vector A and Vector B. As
VectorA = (4,5,-6) and Vector B = (-7,9,9).
LINE MODE: c5'ff E
t
Determine the Absolute Value of a Vector
Example 1 : Determine the absolute value of the Vector C. When
Vector C = (4,5,-6) and is already created in the calculator.
LINE MODE: S' g
E
Example 2: Based on VectorA=G1, 0, 1) and Vector B=(1,2, 0),
determlne the size of the angle g (angle unit: Deg) and a
unit 1 vector perpendicular to both A and B.
,o" t = ffir),whereas
o= cos -1 ffi#
Unit 1 vector perpendicutar
to both A and t=
#ffi
< Result:
ffi&=p.uu6666666, -0.333333333,
0.666666666)
>
LINE MODE: c5 ?g E
r Pless @e
fil (lNEo) to enter Inequatity mode. press ll-i,
I 2 I or | 3 | to select an inequality type.
On the menu, press fil
, fZl , f 3 j or f4 I to setect the inequality
symbol type and orientation.
I
Use the Coefficient Editor that appears to input coefficient values
To solve x2 +2x -3 < 0, for example, input the coefiicients a = 1 . b
= 2 , c = - 3 , b y p r e s s i n g 1 f = 1 2
E @ 3 E
Example: x2 + 2x -3 > 0
MATHEMATICS MODE: g'g
E
I
The following-operations are not supported by the Coefiicient
Editor: I rill, g
@
t=, g
@ @.
pot, Rec and
multi-statements also cannot be input with the Coefficient Editor.
I
Press lce I to return the Coefficieni Editor while the sotutions are
displayed.
I
Values cannot be converted to engineering notation on the
solution screen.
63
@ 5 E E E
@ E E @ E E E
@ 5 E ] E E ]
T T E E E @ E
E E @ 5 E D E
@ 5 @ E E
f f n s + ( A b s ( U c t A ) x F
- 8 . 3 1 6 2 2 ? ? 6 6
F5'.A
tAn;tfilf=t
lPPiT_{t
E g @ E
@ & E D ] E g E
E @ E
@ 5 E t t r t
E E E E @ @ E
-
AOD'
ICA I I---l LLJ L2J LI J
@ E E E E E E
An error occurs if you try to obtain an inner or outer product of two
vectors whose dimensions are difierent from each other.
E E E E @ E E
X ! 4 , B ( H
x! -3, lsx
@g5rrEEl
E E E E @ E E
Vc'tF
r 3
I
q
5 G t
@ @ g E D E
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