| Product Number | 2921-1-X9 |
| Purity | 98 % |
| CAS | 1208-65-7 |
| MDL Number | MFCD00040719 |
| Molecular Formula | C13H16O2 |
| Molecular Weight | 204.269 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![(2E)-3-[4-(Propan-2-yl)phenyl]prop-2-en-1-ol](data:image/png;base64,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)
PN: 2701-1-0D
CAS: 274907-08-3
Molecule Weight: 176.259
Formula: C12H16O
Melting Point: 198-200 ℃
TSCA: Not listed on TSCA inventory
HTN: 2916.39.4600
