| Product Number | 4640-3-02 |
| CAS | 205485-25-2 |
| MDL Number | MFCD30468739 |
| Molecular Formula | C10H7F3N2O2 |
| Molecular Weight | 244.173 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4640-3-02
CAS: 205485-25-2
Molecule Weight: 244.173
Formula: C10H7F3N2O2
PN: 4640-3-00
CAS: 308085-25-8
Molecule Weight: 230.146
Formula: C9H5F3N2O2
![Methyl 2-hydroxy-4-[3-(trifluoromethyl)-3H-diazirin-3-yl]benzoate](data:image/png;base64,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)
PN: 4634-3-01
CAS: 165963-72-4
Molecule Weight: 260.172
Formula: C10H7F3N2O3
TSCA: Not listed on TSCA inventory