User Manual

E-35
3 × VctA (Vector scalar multiplication), 3 × VctA – VctB (Calculation
example using VctAns)
A 3 *VctA =
-VctB =
VctA
• VctB (Vector dot product)
AVctA 15(VECTOR) 7(Dot) VctB =
VctA × VctB (Vector cross product)
AVctA *VctB =
Obtain the absolute values of VctC.
A1w(Abs) VctC )=
Determine the angle formed by VctA and VctB to three decimal
places (Fix 3). v
(cos  =
(A
•
B)

A

B

, which becomes  = cos
–1
(A
•
B)

A

B

)
1N(SETUP) 6(Fix) 3
A(VctA 15(VECTOR) 7(Dot) VctB )/
(1w(Abs) VctA )1w(Abs)
VctB ))=
1c(cos
–1
) G)=
Scientific Constants
Your calculator comes with 40 built-in scientific constants that can be used in
any mode besides BASE-N. Each scientific constant is displayed as a unique
symbol (such as π ), which can be used inside of calculations.
To input a scientific constant into a calculation, press 17(CONST) and
then input the two-digit number that corresponds to the constant you want.
33
VCTVCT
VCTVCT
44
VCTVCT
55
VCTVCT
66
VCTVCT
77
VCT FIXVCT FIX
VCT FIXVCT FIX