Appendix
<#106> Store VctA = (1, 2) and VctC = (2,
<#107> Copy VctA = (1, 2) to VctB and then edit Vector B to VctB = (3, 4).
•The following examples use the vectors input in Examples <#106> and <#107> (VctA, VctB, VctC).
<#108> VctA + VctB (Vector Addition) <#109> 3 ⋅ VctA (Vector Scalar Multiplication)
VctB – 3 ⋅ VctA (Calculation example using VctAns) <#110> VctA • VctB (Vector Dot Product)
<#111> VctA ⋅ VctB (Vector Cross Product) <#112> Obtain the absolute values of VctC.
<#113> Determine the size of the angle (angle unit: Deg) formed by vectors A =
*1 cos θ = | (A•B) |
| , which becomes θ = | (A•B) |
|
| AB | AB |
(A ⋅ B) *2 Size 1 vector perpendicular to both A and B = A ⋅ B
Scientific Constants
Your calculator comes with 40
•To recall a scientific constant, press 17(CONST).This displays the scientific constant menu. Input the
•The following are all of the
01:proton mass; 02: neutron mass; 03: electron mass; 04: muon mass; 05: Bohr radius; 06: Planck constant; 07: nuclear magneton;
08:Bohr magneton; 09: Planck constant, rationalized; 10: fine- structure constant; 11: classical electron radius; 12: Compton wavelength; 13: proton gyromagnetic ratio; 14: proton Compton wavelength; 15: neutron Compton wavelength; 16: Rydberg constant; 17: atomic mass unit; 18: proton magnetic moment; 19: electron magnetic moment; 20: neutron magnetic moment; 21: muon magnetic moment; 22: Faraday constant; 23: elementary charge; 24: Avogadro constant; 25: Boltzmann constant; 26: molar volume of ideal gas; 27: molar gas constant; 28: speed of light in vacuum; 29: first radiation constant; 30: second radiation constant;
31: