| Product Number | 2H21-1-06 |
| Synonyms | 3-Methyl-1-benzofuran-2-carboxylic acid; 2-Carboxy-3-methylbenzo[b]furan |
| Purity | 98 % |
| CAS | 24673-56-1 |
| MDL Number | MFCD00060511 |
| Molecular Formula | C10H8O3 |
| Molecular Weight | 176.171 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H21-1-06
CAS: 24673-56-1
Molecule Weight: 176.171
Formula: C10H8O3
PN: 2H23-1-0B
CAS: 2076-36-0
Molecule Weight: 190.198
Formula: C11H10O3
PN: 2H21-1-16
CAS: 131-76-0
Molecule Weight: 206.153
Formula: C10H6O5
![3-Methylbenzo[b]furan-2-carboxaldehyde](data:image/png;base64,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)
PN: 2H15-1-0A
CAS: 1199-07-1
Molecule Weight: 160.172
Formula: C10H8O2
PN: 2H21-1-0P
CAS: 10242-09-8
Molecule Weight: 176.171
Formula: C10H8O3
PN: 2H23-1-73
CAS: 20037-18-7
Molecule Weight: 220.224
Formula: C12H12O4
![Naphtho[2,1-b]furan-2-carboxylic acid](data:image/png;base64,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)
PN: 2H21-1-0E
CAS: 5656-67-7
Molecule Weight: 212.204
Formula: C13H8O3
Melting Point: 186-188 ℃
TSCA: Not listed on TSCA inventory
HTN: 2932.99.6100
