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2-60
k
Inputting and Editing a Vector
Pressing
3
(
'
MAT/VCT)
6
(M
⇔
V) displays the Vector Editor screen. Use the Vector Editor
to input and edit vectors.
m
×
n
...
m
(row)
×
n
(column) vector
None ... no vector preset
• {
DELETE
}/{
DEL-ALL
} ... deletes {a specific vector}/{all vectors}
• {
DIM
} ... specifies the vector dimensions (
m
rows
×
1 column or 1 row
×
n
columns)
• {
M
⇔
V
} ... displays the Matrix Editor screen (page 2-42)
Vector input and editing, and vector cell (element) operations are the same as matrix
calculation operations. For more information, see “Inputting and Editing Matrices” (page 2-42)
and “Matrix Cell Operations” (page 2-44). Note, however, that vector calculations differ from
matrix calculations as described below.
• On the vector memory element input screen, there is no
1
(ROW-OP) in the function menu.
• For vector editing, the dimension always limited to
m
rows
×
1 column or 1 row
×
n
columns.
k
Vector Calculations
[OPTN]-[MAT/VCT]
Use the vector command menu to perform vector calculations.
u
To display vector commands
1. From the Main Menu, enter the
Run-Matrix
mode.
2. Press
K
to display the option menu.
3. Press
2
(MAT/VCT)
6
(
g
)
6
(
g
) to display the vector command menu.
• {
Vct
} ... {Vct command (vector specification)}
• {
DotP(
} ... {DotP command (dot product command)}
• {
CrossP(
} ... {CrossP command (cross product command)}
• {
Angle(
} ... {Angle command (calculate the angle formed by two vectors)}
• {
UnitV(
} ... {UnitV command (calculate the unit vector)}
• {
Norm(
} ... {Norm command (calculate the vector norm (size))}
Vector Calculation Precautions
• When calculating a dot product, cross product, and angle formed by two vectors, the
dimensions of the two vectors must be the same. Also, a cross product’s dimensions must
be 1
×
2, 1
×
3, 2
×
1, or 3
×
1.
• Vector calculations are performed independently for each element, so it may take some time
before calculations results are displayed.
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