| Product Number | 2607-9-X8 |
| Synonyms | 1-Bromo-4-phenoxybenzene |
| CAS | 101-55-3 |
| MDL Number | MFCD00000094 |
| Molecular Formula | C12H9BrO |
| Molecular Weight | 249.107 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![[4-(4-Bromophenoxy)phenyl]methanol](data:image/png;base64,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)
PN: 2607-9-0B
CAS: 1039899-07-4
Molecule Weight: 279.133
Formula: C13H11BrO2
Boiling Point: 305 ℃
Density: 1.423
DOT/IATA/IMDG: UN 3082 - HC 9 - PG III
Flash Point: >113 ℃
TSCA: Listed on TSCA inventory
HTN: 2909.30.0700
EINECS: 202-952-4
