| Product Number | 2701-9-Y4 |
| Synonyms | (2-Bromophenyl)methanol |
| Purity | 98 % |
| CAS | 18982-54-2 |
| MDL Number | MFCD00004600 |
| Molecular Formula | C7H7BrO |
| Molecular Weight | 187.036 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2707-9-X3
CAS: 52711-30-5
Molecule Weight: 201.063
Formula: C8H9BrO
PN: 2701-9-21
CAS: 824-53-3
Molecule Weight: 201.063
Formula: C8H9BrO
PN: 2701-9-17
CAS: 1055969-07-7
Molecule Weight: 201.063
Formula: C8H9BrO
![1-[(Ammoniooxy)methyl]-2-bromobenzene chloride](data:image/png;base64,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)
PN: 4747-D-12
CAS: 51572-91-9
Molecule Weight: 238.51
Formula: C7H9BrClNO
![[2-Bromo-5-(hydroxymethyl)-3-methylphenyl]methanol](data:image/png;base64,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)
PN: 2601-9-0E
CAS: 860610-76-0
Molecule Weight: 231.089
Formula: C9H11BrO2
Melting Point: 77-79 ℃
TSCA: Not listed on TSCA inventory
HTN: 2906.29.6000
EINECS: 242-719-4
