| Product Number | 4658-3-25 |
| Purity | 95 % |
| CAS | 49579-56-8 |
| MDL Number | MFCD00973900 |
| Molecular Formula | C9H8FNO3 |
| Molecular Weight | 197.165 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-3-25
CAS: 49579-56-8
Molecule Weight: 197.165
Formula: C9H8FNO3
PN: 4658-3-08
CAS: 550346-18-4
Molecule Weight: 197.165
Formula: C9H8FNO3
![2-[(Cyclopropylcarbonyl)amino]-5-fluorobenzoic acid](data:image/png;base64,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)
PN: 4658-3-80
CAS: 1016869-97-8
Molecule Weight: 223.203
Formula: C11H10FNO3
![6-[(2,2-Dimethylpropanoyl)amino]-2,3-difluorobenzoic acid](data:image/png;base64,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)
PN: 4648-3-15
CAS: 874784-13-1
Molecule Weight: 257.237
Formula: C12H13F2NO3
PN: 4658-3-24
CAS: 394-27-4
Molecule Weight: 197.165
Formula: C9H8FNO3
PN: 4748-3-00
CAS: 326-65-8
Molecule Weight: 167.183
Formula: C9H10FNO
PN: 4H58-5-42
CAS: 19407-42-2
Molecule Weight: 213.62
Formula: C9H8ClNO3
Melting Point: 168-170 ℃
Flash Point: >110 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory