| Product Number | 4658-5-06 |
| CAS | 20676-54-4 |
| MDL Number | MFCD00144759 |
| Molecular Formula | C10H10ClNO3 |
| Molecular Weight | 227.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-5-06
CAS: 20676-54-4
Molecule Weight: 227.64
Formula: C10H10ClNO3
![5-Chloro-2-[(cyclopropylcarbonyl)amino]benzoic acid](data:image/png;base64,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)
PN: 4658-5-38
CAS: 926234-00-6
Molecule Weight: 239.66
Formula: C11H10ClNO3
![Methyl 2-[(3-chloropropanoyl)amino]benzoate](data:image/png;base64,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)
PN: 4658-5-15
CAS: 37795-76-9
Molecule Weight: 241.67
Formula: C11H12ClNO3
PN: 4H58-5-42
CAS: 19407-42-2
Molecule Weight: 213.62
Formula: C9H8ClNO3
PN: 4658-5-X5
CAS: 5202-89-1
Molecule Weight: 185.61
Formula: C8H8ClNO2
PN: 4648-5-0T
CAS: 339100-86-6
Molecule Weight: 269.73
Formula: C13H16ClNO3
PN: 4648-3-1Q
CAS: 31385-12-3
Molecule Weight: 247.173
Formula: C10H8F3NO3
PN: 4H58-5-89
CAS: 77820-58-7
Molecule Weight: 185.61
Formula: C8H8ClNO2
TSCA: Not listed on TSCA inventory