| Product Number | 2607-1-1F |
| Purity | 95 % |
| CAS | 40515-89-7 |
| MDL Number | MFCD00043544 |
| Molecular Formula | C14H14O |
| Molecular Weight | 198.265 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![2,3-Dihydro-5-hydroxybenzo[b]furan](data:image/png;base64,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)
PN: 2H01-1-Y0
CAS: 40492-52-2
Molecule Weight: 136.15
Formula: C8H8O2
PN: 2621-1-3J
CAS: 26118-57-0
Molecule Weight: 194.23
Formula: C11H14O3
PN: 2620-1-44
CAS: 73014-18-3
Molecule Weight: 228.247
Formula: C14H12O3
PN: 2H10-1-0K
CAS: 1746-11-8
Molecule Weight: 134.178
Formula: C9H10O
TSCA: Not listed on TSCA inventory
![2,3-Dihydrobenzo[b]furan](data:image/png;base64,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)
