| Product Number | 4658-3-04 |
| Purity | 98 % |
| CAS | 54-58-0 |
| MDL Number | MFCD00662257 |
| Molecular Formula | C13H10FNO2 |
| Molecular Weight | 231.226 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-3-04
CAS: 54-58-0
Molecule Weight: 231.226
Formula: C13H10FNO2
PN: 4657-3-14
CAS: 54-60-4
Molecule Weight: 231.226
Formula: C13H10FNO2
![2-[(3-Fluorophenyl)amino]benzoic acid](data:image/png;base64,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)
PN: 4658-3-07
CAS: 54-59-1
Molecule Weight: 231.226
Formula: C13H10FNO2
![3,4-Difluoro-2-[(2-fluoro-4-iodophenyl)amino]benzoic acid](data:image/png;base64,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)
PN: 4657-K-01
CAS: 391211-97-5
Molecule Weight: 393.104
Formula: C13H7F3INO2
PN: 4657-1-Z4
CAS: 116702-63-7
Molecule Weight: 228.251
Formula: C13H12N2O2
Melting Point: 186 ℃
TSCA: Not listed on TSCA inventory