| Product Number | 4H21-1-0G |
| Synonyms | 1-(2-Carboxyphenyl)-1H-pyrrole |
| Purity | 98 % |
| CAS | 10333-68-3 |
| MDL Number | MFCD00051645 |
| Molecular Formula | C11H9NO2 |
| Molecular Weight | 187.198 |
| Units | Price (USD) | Availability |
|---|
PN: 4H21-1-0G
CAS: 10333-68-3
Molecule Weight: 187.198
Formula: C11H9NO2
PN: 4H23-1-36
CAS: 10333-67-2
Molecule Weight: 201.225
Formula: C12H11NO2
PN: 4H21-1-1M
CAS: 92028-57-4
Molecule Weight: 215.252
Formula: C13H13NO2
![[2-(1H-Pyrrol-1-yl)phenyl]methanol](data:image/png;base64,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)
PN: 3H01-1-X0
CAS: 61034-86-4
Molecule Weight: 173.215
Formula: C11H11NO
PN: 4H56-1-5X
CAS: 22106-33-8
Molecule Weight: 187.198
Formula: C11H9NO2
PN: 4H23-1-86
CAS: 83935-44-8
Molecule Weight: 229.279
Formula: C14H15NO2
PN: 4H23-1-CG
CAS: 23351-08-8
Molecule Weight: 201.225
Formula: C12H11NO2
Melting Point: 102-106 ℃
TSCA: Not listed on TSCA inventory
