| Product Number | 2H21-3-11 |
| CAS | 1286744-16-8 |
| MDL Number | MFCD23381996 |
| Molecular Formula | C10H5F3O3 |
| Molecular Weight | 230.142 |
| 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: 2H21-3-11
CAS: 1286744-16-8
Molecule Weight: 230.142
Formula: C10H5F3O3
PN: 2H23-3-18
CAS: 1286744-03-3
Molecule Weight: 258.196
Formula: C12H9F3O3
![Methyl 5-(trifluoromethyl)benzo[b]furan-2-carboxylate](data:image/png;base64,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)
PN: 2H23-3-20
CAS: 1407521-96-3
Molecule Weight: 244.169
Formula: C11H7F3O3
PN: 2H21-1-06
CAS: 24673-56-1
Molecule Weight: 176.171
Formula: C10H8O3
PN: 2H21-1-0P
CAS: 10242-09-8
Molecule Weight: 176.171
Formula: C10H8O3
TSCA: Not listed on TSCA inventory
