| Product Number | 7669-3-X1 |
| Purity | 98 % |
| CAS | 128273-56-3 |
| MDL Number | MFCD00190129 |
| Molecular Formula | C8H8F3NS |
| Molecular Weight | 207.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 7669-3-X1
CAS: 128273-56-3
Molecule Weight: 207.21
Formula: C8H8F3NS
![4-[(Trifluoromethyl)thio]benzamide](data:image/png;base64,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)
PN: 8666-3-02
CAS: 330-15-4
Molecule Weight: 221.2
Formula: C8H6F3NOS
![2-[(Trifluoromethyl)thio]benzylamine](data:image/png;base64,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)
PN: 7766-3-37
CAS: 236736-24-6
Molecule Weight: 207.21
Formula: C8H8F3NS
PN: 6837-3-04
CAS: 332-26-3
Molecule Weight: 203.18
Formula: C8H4F3NS
PN: 6666-3-40
CAS: 56456-52-1
Molecule Weight: 208.2
Formula: C8H7F3OS
PN: 8663-3-15
CAS: 771473-17-7
Molecule Weight: 239.21
Formula: C8H8F3NO2S
Boiling Point: 224-225 ℃
Refractive Index: 1.5
Density: 1.31
Flash Point: 80 ℃
TSCA: Not listed on TSCA inventory
HTN: 2921.49.4500
