| Product Number | 2H23-1-08 |
| Purity | 98 % |
| CAS | 50551-56-9 |
| MDL Number | MFCD00079772 |
| Molecular Formula | C12H12O4 |
| Molecular Weight | 220.224 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 2H23-1-08
CAS: 50551-56-9
Molecule Weight: 220.224
Formula: C12H12O4
PN: 2H23-3-0C
CAS: 896732-44-8
Molecule Weight: 274.195
Formula: C12H9F3O4
PN: 2H21-1-04
CAS: 10242-08-7
Molecule Weight: 192.17
Formula: C10H8O4
PN: 2H23-1-09
CAS: 50551-58-1
Molecule Weight: 220.224
Formula: C12H12O4
![Ethyl benzo[b]furan-2-carboxylate](data:image/png;base64,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)
PN: 2H23-1-X1
CAS: 3199-61-9
Molecule Weight: 190.198
Formula: C11H10O3
PN: 2H23-9-0C
CAS: 91571-13-0
Molecule Weight: 299.12
Formula: C12H11BrO4
PN: 2H21-3-0G
CAS: 575469-37-3
Molecule Weight: 246.141
Formula: C10H5F3O4
PN: 2H23-1-73
CAS: 20037-18-7
Molecule Weight: 220.224
Formula: C12H12O4
Melting Point: 59-61 ℃
TSCA: Not listed on TSCA inventory