| Product Number | 4H48-3-9F |
| CAS | 2375008-67-4 |
| MDL Number | MFCD31567850 |
| Molecular Formula | C10H6F3NOS |
| Molecular Weight | 245.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-3-9F
CAS: 2375008-67-4
Molecule Weight: 245.22
Formula: C10H6F3NOS
PN: 8H66-3-0G
CAS: 1135282-94-8
Molecule Weight: 260.23
Formula: C10H7F3N2OS
PN: 8H48-3-0R
CAS: 2377846-68-7
Molecule Weight: 245.22
Formula: C10H6F3NOS
![4-(Trifluoromethyl)benzo[b]thiophene-2-carbohydrazide](data:image/png;base64,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)
PN: 8H66-3-0T
CAS: 1171927-41-5
Molecule Weight: 260.23
Formula: C10H7F3N2OS
PN: 6H15-3-0F
CAS: 863118-49-4
Molecule Weight: 230.2
Formula: C10H5F3OS
PN: 4H48-3-9L
CAS: 1609382-60-6
Molecule Weight: 245.22
Formula: C10H6F3NOS
PN: 8H48-3-0B
CAS: 1171927-43-7
Molecule Weight: 260.23
Formula: C10H7F3N2OS
PN: 6H15-3-0H
CAS: 908566-20-1
Molecule Weight: 230.2
Formula: C10H5F3OS
TSCA: Not listed on TSCA inventory