| Product Number | 4648-5-0T |
| Purity | 95 % |
| CAS | 339100-86-6 |
| MDL Number | MFCD00793430 |
| Molecular Formula | C13H16ClNO3 |
| Molecular Weight | 269.73 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-5-0T
CAS: 339100-86-6
Molecule Weight: 269.73
Formula: C13H16ClNO3
![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: 4H23-1-AZ
CAS: 339100-88-8
Molecule Weight: 233.267
Formula: C13H15NO3
![2-[(Cyclopropylcarbonyl)amino]benzoic acid](data:image/png;base64,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)
PN: 4658-1-3R
CAS: 40057-21-4
Molecule Weight: 205.213
Formula: C11H11NO3
![2-[(Cyclopropylcarbonyl)amino]-3-methylbenzoic acid](data:image/png;base64,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)
PN: 4758-1-1N
CAS: 926249-10-7
Molecule Weight: 219.24
Formula: C12H13NO3
PN: 4H29-1-79
CAS: 77741-53-8
Molecule Weight: 233.223
Formula: C12H11NO4
![2-[(Cyclopropylcarbonyl)amino]-5-methylbenzoic acid](data:image/png;base64,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)
PN: 4758-1-1P
CAS: 1016817-12-1
Molecule Weight: 219.24
Formula: C12H13NO3
PN: 4648-3-1Q
CAS: 31385-12-3
Molecule Weight: 247.173
Formula: C10H8F3NO3
TSCA: Not listed on TSCA inventory