| Product Number | 2621-5-1E |
| Purity | 95 % |
| CAS | 21758-94-1 |
| MDL Number | MFCD27947477 |
| Molecular Formula | C10H9ClO4 |
| Molecular Weight | 228.63 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-5-1E
CAS: 21758-94-1
Molecule Weight: 228.63
Formula: C10H9ClO4
PN: 2623-5-1Q
CAS: 100119-57-1
Molecule Weight: 256.68
Formula: C12H13ClO4
PN: 2621-1-3L
CAS: 1878-62-2
Molecule Weight: 194.186
Formula: C10H10O4
PN: 2629-1-1S
CAS: 77956-92-4
Molecule Weight: 208.213
Formula: C11H12O4
PN: 2623-5-25
CAS: 16861-40-8
Molecule Weight: 277.1
Formula: C11H10Cl2O4
PN: 2617-5-0P
CAS: 6342-64-9
Molecule Weight: 184.62
Formula: C9H9ClO2
![5-Chlorobenzo[b]furan-3(2H)-one](data:image/png;base64,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)
PN: 2H17-5-18
CAS: 3261-05-0
Molecule Weight: 168.58
Formula: C8H5ClO2
PN: 2623-5-1P
CAS: 30335-94-5
Molecule Weight: 256.68
Formula: C12H13ClO4
TSCA: Not listed on TSCA inventory