1. A)Consider a right-handed coordinate system, the following rotations and reflection are applied to that coordinate system:

_"$(25) ₊(35)_"(20)

1. Show graphically the rotations and reflection, each in a separate diagram. Also show the final outcome with respect to the original coordinate system.
2. Show analytically the resultant matrix. (Note: use matrix properties)
3. Comment on the results.

B)Consider a right-handed coordinate system, the following rotations and reflection are applied to that coordinate system (i.e. same as question above with reverse order and negative rotation angles):

_"(20)₊(35)_$(25) _"

1. Show graphically the rotations and reflection, each in a separate diagram. Also show the final outcome with respect to the original coordinate system.
2. Show analytically the resultant matrix. (Note: use matrix properties)
3. Comment on the results.

Consider a right-handed coordinate system, the following rotations and reflection are applied to that coordinate system: PyRy(25) R (35) Rx (20) a. Show graphically the rotations and reflection, each in a separate diagram. Also show the final outcome with respect to the original coordinate system. b. Show analytically the resultant matrix. (Note: use matrix properties) C. Comment on the results. Consider a right-handed coordinate system, the following rotations and reflection are applied to that coordinate system (i.e. same as question 2 above with reverse order and negative rotation angles): Rx(-20)Rz(-35)Ry(-25) Px a. Show graphically the rotations and reflection, each in a separate diagram. Also show the final outcome with respect to the original coordinate system. b. Show analytically the resultant matrix. (Note: use matrix properties) C. Comment on the results. Consider a right-handed coordinate system, the following rotations and reflection are applied to that coordinate system: PyRy(25) R (35) Rx (20) a. Show graphically the rotations and reflection, each in a separate diagram. Also show the final outcome with respect to the original coordinate system. b. Show analytically the resultant matrix. (Note: use matrix properties) C. Comment on the results. Consider a right-handed coordinate system, the following rotations and reflection are applied to that coordinate system (i.e. same as question 2 above with reverse order and negative rotation angles): Rx(-20)Rz(-35)Ry(-25) Px a. Show graphically the rotations and reflection, each in a separate diagram. Also show the final outcome with respect to the original coordinate system. b. Show analytically the resultant matrix. (Note: use matrix properties) C. Comment on the results