Prove mathematically that two successive rotations on the XY plane are
commutative and additive. IE:
Rz(THETA1) . Rz(THETA2) = Rz(THETA2) . Rz(THETA1) = Rz(THETA1 + THETA2)
WHERE: z, 1, 2 are subscripts
How would i solve that?
Prove mathematically that two successive rotations on the XY plane are
commutative and additive. IE:
Rz(THETA1) . Rz(THETA2) = Rz(THETA2) . Rz(THETA1) = Rz(THETA1 + THETA2)
WHERE: z, 1, 2 are subscripts
How would i solve that?