2) Solve a) R 180 o D o R 270 b) R 90 o V o H c) V o O o H d) I o H o I In the case of d) use the associative property (from the notes) to prove your solution e) From table 1, you could see that D o D I, V o V I, H o H I, and O o O I Same for R 180 o R 180 I Could you explain why all of them are equal to I (the identity element) f) From the notes, you learn that a o b b o a I , then b is the inverse of a Following your explanation of e), could you explain how is possible that the inverse element is the same in the case of D, V, H, O, and R 180

Question

2) Solve a) R 180 o D o R 270   b) R 90 o V o H   c) V o O o H   d) I o H o I   In the case of d) use the associative property (from the notes) to prove your solution  e) From table 1, you could see that D o D   I, V o V   I, H o H   I, and O o O   I  Same for R 180 o R 180   I  Could you explain why all of them are equal to I (the identity element)  f) From the notes, you learn that a o b   b o a   I , then b is the inverse of a   Following your explanation of e), could you explain how is possible that the inverse element is the same in the case of D, V, H, O, and R 180

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Question

2) Solve a) R 180 o D o R 270 = b) R 90 o V o H = c) V o O o H

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