Example 3:
3 × VctA (Vector scalar multiplication), 3 × VctA - VctB
(Calculation example using VctAns)
3
(VECTOR)
(VctA)
(VECTOR)
(VctB)
Example 4:
VctA • VctB (Vector dot product)
(VECTOR)
(VctA)
(VECTOR)
(Dot)
(VECTOR)
(VctB)
Example 5:
VctA × VctB (Vector cross product)
(VECTOR)
(VctA)
(VECTOR)
(VctB)
Example 6:
Obtain the absolute values of VctC.
(Abs)
(VECTOR)
(VctC)
Example 7:
Determine the angle formed by VctA and VctB to three
decimal places (Fix 3). (Angle unit: Deg)
(cos
θ
=
(
A
∙
B
)
|
A
||
B
|
, which becomes
θ
= cos
-1
(
A
∙
B
)
|
A
||
B
|
)
(SETUP)
(Fix)
(VECTOR)
(VctA)
(VECTOR)
(Dot)
(VECTOR)
(VctB)
(VECTOR)
(VctA)
(VECTOR)
(VctB)
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