| Product Number | 2707-3-18 |
| Synonyms | [3-Methyl-5-(trifluoromethoxy)phenyl]methanol |
| CAS | 916420-54-7 |
| MDL Number | MFCD09025373 |
| Molecular Formula | C9H9F3O2 |
| Molecular Weight | 206.164 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2707-3-18
CAS: 916420-54-7
Molecule Weight: 206.164
Formula: C9H9F3O2
PN: 2601-3-53
CAS: 50823-90-0
Molecule Weight: 192.137
Formula: C8H7F3O2
PN: 2701-3-X6
CAS: 125903-81-3
Molecule Weight: 174.147
Formula: C8H8F2O2
PN: 2707-3-17
CAS: 1261478-61-8
Molecule Weight: 206.164
Formula: C9H9F3O2
![1-[3-(Trifluoromethoxy)phenyl]ethanol](data:image/png;base64,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)
PN: 2602-3-53
CAS: 347194-02-9
Molecule Weight: 206.164
Formula: C9H9F3O2
PN: 2608-3-X9
CAS: 562840-50-0
Molecule Weight: 222.163
Formula: C9H9F3O3
TSCA: Not listed on TSCA inventory
