I get all the isomers. There are four cyclic isomers and seven non-cyclic isomers.
According to Khan Academy, the answer for the total number of isomers with the formula c3h6o that are either cyclic or chiral is six. Four of them are the cyclic isomers: (R)-methyloxirane, (S)-methyloxirane, oxetane, and cyclopropanol. The other two are non-cyclic: (Z)-prop-1-en-1-ol and (E)-prop-1-en-1-ol.
My question is: why are these non-cyclic isomers considered chiral (since they're not cyclic...
What is the total number of isomers with the formula c3h6o that are either cyclic or chiral?
According to Khan Academy, the answer for the total number of isomers with the formula c3h6o that are either cyclic or chiral is six. Four of them are the cyclic isomers: (R)-methyloxirane, (S)-methyloxirane, oxetane, and cyclopropanol. The other two are non-cyclic: (Z)-prop-1-en-1-ol and (E)-prop-1-en-1-ol.
My question is: why are these non-cyclic isomers considered chiral (since they're not cyclic...
What is the total number of isomers with the formula c3h6o that are either cyclic or chiral?