| Product Number | 4648-1-3Q |
| Purity | 98 % |
| CAS | 1205-58-9 |
| MDL Number | MFCD06655692 |
| Molecular Formula | C10H11NO3 |
| Molecular Weight | 193.202 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-1-3Q
CAS: 1205-58-9
Molecule Weight: 193.202
Formula: C10H11NO3
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: 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
![4-[(1,3-Dihydro-1-oxo-2H-isoindol-2-yl)methyl]benzoic acid](data:image/png;base64,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)
PN: 4H56-1-1U
CAS: 503039-50-7
Molecule Weight: 267.284
Formula: C16H13NO3
![4-{[(3-Fluorophenyl)formamido]methyl}benzoic acid](data:image/png;base64,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)
PN: 4648-3-68
CAS: 925030-32-6
Molecule Weight: 273.263
Formula: C15H12FNO3
PN: 4H21-1-00
CAS: 159691-25-5
Molecule Weight: 205.257
Formula: C12H15NO2
TSCA: Not listed on TSCA inventory