Question: This is a computer based question What isometries can be obtained by carrying out two orthogonal symmetries in a row, with possibly different axes? If

This is a computer based question What isometries can be obtained by carrying out two orthogonal symmetries in a row, with possibly different axes? If we can obtain isometries of a certain type, but not all isometries of this type, then we will not choose the proposition.

Check each correct proposition.

1) All orthogonal symmetries

2) All central symmetries

3) All spins

4) All translations

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