![4'-Fluoro-[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 2621-3-X4 |
| CAS | 10540-39-3 |
| MDL Number | MFCD00452724 |
| Molecular Formula | C13H9FO2 |
| Molecular Weight | 216.211 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2916.39.4600