| Product Number | 2801-B-08 |
| Synonyms | [3-Bromo-5-(trifluoromethyl)phenyl]methanol |
| Purity | 97 % |
| CAS | 172023-97-1 |
| MDL Number | MFCD09835207 |
| Molecular Formula | C8H6BrF3O |
| Molecular Weight | 255.034 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 25 g | 85 | In Stock | |
| 100 g | 295 | In Stock | |
| Bulk | Contact for Price | In Stock |
PN: 2801-B-08
CAS: 172023-97-1
Molecule Weight: 255.034
Formula: C8H6BrF3O
PN: 2801-B-0K
CAS: 1266728-52-2
Molecule Weight: 269.061
Formula: C9H8BrF3O
PN: 2801-B-0J
CAS: 2385206-02-8
Molecule Weight: 269.061
Formula: C9H8BrF3O
PN: 2801-B-0M
CAS: 2090690-47-2
Molecule Weight: 273.025
Formula: C8H5BrF4O
PN: 2801-F-02
CAS: 2384801-56-1
Molecule Weight: 289.48
Formula: C8H5BrClF3O
![1-[3-Bromo-5-(trifluoromethyl)phenyl]ethan-1-ol](data:image/png;base64,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)
PN: 2802-B-01
CAS: 954124-06-2
Molecule Weight: 269.061
Formula: C9H8BrF3O
PN: 2801-B-0Q
CAS: 2092564-68-4
Molecule Weight: 273.025
Formula: C8H5BrF4O
PN: 2821-B-35
CAS: 328-67-6
Molecule Weight: 269.017
Formula: C8H4BrF3O2
Melting Point: 52-54 ℃
Hazard Statement: H302-H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2906.29.6000