| Product Number | 4648-1-3P |
| Purity | 98 % |
| CAS | 167627-38-5 |
| MDL Number | MFCD12173485 |
| Molecular Formula | C10H11NO3 |
| Molecular Weight | 193.202 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-1-3P
CAS: 167627-38-5
Molecule Weight: 193.202
Formula: C10H11NO3
![4-[(Methylamino)carbonyl]benzoic acid](data:image/png;base64,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)
PN: 4648-1-79
CAS: 23754-45-2
Molecule Weight: 179.175
Formula: C9H9NO3
PN: 4648-1-3Q
CAS: 1205-58-9
Molecule Weight: 193.202
Formula: C10H11NO3
![4-[(Piperazin-1-yl)carbonyl]benzoic acid](data:image/png;base64,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)
PN: 4H56-1-FL
CAS: 691394-20-4
Molecule Weight: 234.255
Formula: C12H14N2O3
PN: 4H21-1-37
CAS: 1300725-26-1
Molecule Weight: 191.23
Formula: C11H13NO2
![4-[(Dimethylamino)methyl]benzoic acid hydrochloride](data:image/png;base64,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)
PN: 4632-5-04
CAS: 17847-26-6
Molecule Weight: 215.68
Formula: C10H14ClNO2
PN: 4648-1-3S
CAS: 13255-50-0
Molecule Weight: 191.23
Formula: C11H13NO2
TSCA: Not listed on TSCA inventory
