| Product Number | 2801-B-0V |
| Purity | 95 % |
| CAS | 2091423-26-4 |
| MDL Number | |
| Molecular Formula | C8H5BrF4O |
| Molecular Weight | 273.025 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2801-B-0V
CAS: 2091423-26-4
Molecule Weight: 273.025
Formula: C8H5BrF4O
PN: 2801-B-13
CAS: 1824097-18-8
Molecule Weight: 273.025
Formula: C8H5BrF4O
PN: 2821-B-0V
CAS: 2091679-19-3
Molecule Weight: 287.008
Formula: C8H3BrF4O2
![[2-Bromo-6-fluoro-4-(trifluoromethyl)phenyl]methanol](data:image/png;base64,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)
PN: 2801-B-0F
CAS:
Molecule Weight: 273.025
Formula: C8H5BrF4O
PN: 2801-B-0N
CAS: 2090282-94-1
Molecule Weight: 273.025
Formula: C8H5BrF4O
PN: 2815-B-0P
CAS: 2090805-34-6
Molecule Weight: 271.009
Formula: C8H3BrF4O
PN: 1800-B-1L
CAS: 2092868-88-5
Molecule Weight: 335.922
Formula: C8H4Br2F4
PN: 2801-B-09
CAS: 932390-36-8
Molecule Weight: 255.034
Formula: C8H6BrF3O
TSCA: Not listed on TSCA inventory