| Product Number | 6H15-3-0F |
| CAS | 863118-49-4 |
| MDL Number | MFCD11840979 |
| Molecular Formula | C10H5F3OS |
| Molecular Weight | 230.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H15-3-0F
CAS: 863118-49-4
Molecule Weight: 230.2
Formula: C10H5F3OS
PN: 6H15-3-0H
CAS: 908566-20-1
Molecule Weight: 230.2
Formula: C10H5F3OS
![6-(Trifluoromethyl)benzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-3-03
CAS: 142329-22-4
Molecule Weight: 246.2
Formula: C10H5F3O2S
PN: 4H48-3-9F
CAS: 2375008-67-4
Molecule Weight: 245.22
Formula: C10H6F3NOS
![(6-(Trifluoromethyl)benzo[b]thiophen-2-yl)methanol](data:image/png;base64,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)
PN: 6H66-3-10
CAS: 863118-46-1
Molecule Weight: 232.22
Formula: C10H7F3OS
PN: 8H66-3-0G
CAS: 1135282-94-8
Molecule Weight: 260.23
Formula: C10H7F3N2OS
PN: 7H37-3-12
CAS: 2121264-35-3
Molecule Weight: 227.2
Formula: C10H4F3NS
PN: 6H15-3-0G
CAS: 1135283-83-8
Molecule Weight: 230.2
Formula: C10H5F3OS
TSCA: Not listed on TSCA inventory