| Product Number | 4H29-1-79 |
| Synonyms | Methyl 2-succinimid-1-ylbenzoate |
| CAS | 77741-53-8 |
| MDL Number | MFCD01158843 |
| Molecular Formula | C12H11NO4 |
| Molecular Weight | 233.223 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H29-1-79
CAS: 77741-53-8
Molecule Weight: 233.223
Formula: C12H11NO4
PN: 4H29-1-0K
CAS: 80022-74-8
Molecule Weight: 219.196
Formula: C11H9NO4
PN: 4H23-1-AZ
CAS: 339100-88-8
Molecule Weight: 233.267
Formula: C13H15NO3
![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
![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
PN: 4648-5-0T
CAS: 339100-86-6
Molecule Weight: 269.73
Formula: C13H16ClNO3
PN: 4H29-1-1Y
CAS: 92634-76-9
Molecule Weight: 247.25
Formula: C13H13NO4
PN: 4H21-1-FG
CAS: 78648-27-8
Molecule Weight: 191.23
Formula: C11H13NO2
Melting Point: 79-80 ℃
TSCA: Not listed on TSCA inventory