| Product Number | 2815-3-X5 |
| Synonyms | 2-Formyl-5-(trifluoromethyl)phenol; 4-Formyl-3-hydroxybenzotrifluoride; 4-(Trifluoromethyl)salicylaldehyde |
| CAS | 58914-34-4 |
| MDL Number | MFCD04039240 |
| Molecular Formula | C8H5F3O2 |
| Molecular Weight | 190.121 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2815-3-X5
CAS: 58914-34-4
Molecule Weight: 190.121
Formula: C8H5F3O2
PN: 2801-3-38
CAS: 1017778-05-0
Molecule Weight: 176.138
Formula: C8H7F3O
![1-[2-Hydroxy-4-(trifluoromethyl)phenyl]ethan-1-one](data:image/png;base64,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)
PN: 2829-3-09
CAS: 228572-69-8
Molecule Weight: 204.148
Formula: C9H7F3O2
PN: 2815-3-09
CAS: 132927-09-4
Molecule Weight: 204.148
Formula: C9H7F3O2
PN: 2815-3-X4
CAS: 58914-35-5
Molecule Weight: 190.121
Formula: C8H5F3O2
PN: 2801-3-45
CAS: 779-88-4
Molecule Weight: 230.109
Formula: C8H4F6O
PN: 2829-3-14
CAS: 328-90-5
Molecule Weight: 206.12
Formula: C8H5F3O3
TSCA: Not listed on TSCA inventory
