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acid](data:image/png;base64,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)
| Product Number | 2621-9-16 |
| Synonyms | 3'-Bromo-3-carboxybiphenyl; 3-(3-Bromophenyl)benzoic acid |
| CAS | 854237-06-2 |
| MDL Number | MFCD00093210 |
| Molecular Formula | C13H9BrO2 |
| Molecular Weight | 277.117 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 192-196 ℃
Hazard Statement: H302-H315-H319-H335
TSCA: Not listed on TSCA inventory