| Product Number | 2H21-1-1G |
| Purity | 98 % |
| CAS | 77095-51-3 |
| MDL Number | MFCD01006751 |
| Molecular Formula | C9H6O3 |
| Molecular Weight | 162.144 |
| Units | Price (USD) | Availability |
|---|
PN: 2H21-3-0K
CAS: 1312556-72-1
Molecule Weight: 180.134
Formula: C9H5FO3
![Benzo[b]furan-3-carboxylic acid](data:image/png;base64,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)
PN: 2H21-1-X5
CAS: 26537-68-8
Molecule Weight: 162.144
Formula: C9H6O3
![Benzo[b]furan-5-carboxylic acid](data:image/png;base64,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)
PN: 2H21-1-W9
CAS: 90721-27-0
Molecule Weight: 162.144
Formula: C9H6O3
PN: 2H21-1-0N
CAS: 501892-99-5
Molecule Weight: 176.171
Formula: C10H8O3
TSCA: Not listed on TSCA inventory
