| Product Number | 4648-3-1X |
| Purity | 97 % |
| CAS | 713-11-1 |
| MDL Number | MFCD00215837 |
| Molecular Formula | C9H8FNO3 |
| Molecular Weight | 197.165 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-3-1X
CAS: 713-11-1
Molecule Weight: 197.165
Formula: C9H8FNO3
![4-[(Cyclopropylcarbonyl)amino]-3-fluorobenzoic acid](data:image/png;base64,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)
PN: 4658-3-81
CAS: 1314406-43-3
Molecule Weight: 223.203
Formula: C11H10FNO3
PN: 4648-3-3E
CAS: 1314936-23-6
Molecule Weight: 197.165
Formula: C9H8FNO3
PN: 4658-3-08
CAS: 550346-18-4
Molecule Weight: 197.165
Formula: C9H8FNO3
PN: 4658-3-54
CAS: 244134-21-2
Molecule Weight: 201.173
Formula: C9H9F2NO2
PN: 4H58-3-6Z
CAS: 1021243-16-2
Molecule Weight: 209.22
Formula: C11H12FNO2
TSCA: Not listed on TSCA inventory
