| Product Number | 1800-B-92 |
| CAS | 160376-84-1 |
| MDL Number | MFCD18762083 |
| Molecular Formula | C10H7BrF6 |
| Molecular Weight | 321.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 1800-B-92
CAS: 160376-84-1
Molecule Weight: 321.06
Formula: C10H7BrF6
![1-Bromo-1-[3-(trifluoromethyl)phenyl]ethane](data:image/png;base64,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)
PN: 1800-B-08
CAS: 59770-96-6
Molecule Weight: 253.062
Formula: C9H8BrF3
PN: 1800-B-91
CAS: 2149597-33-9
Molecule Weight: 267.089
Formula: C10H10BrF3
PN: 1800-B-06
CAS: 32247-96-4
Molecule Weight: 307.033
Formula: C9H5BrF6
PN: 1800-B-13
CAS: 402-23-3
Molecule Weight: 239.035
Formula: C8H6BrF3
PN: 1800-B-41
CAS: 116070-36-1
Molecule Weight: 253.062
Formula: C9H8BrF3
PN: 1700-B-Y8
CAS: 1263178-51-3
Molecule Weight: 221.045
Formula: C8H7BrF2
TSCA: Not listed on TSCA inventory
