| Product Number | 5666-3-01 |
| Synonyms | (Trifluoromethylthio)benzene |
| Purity | 98 % |
| CAS | 456-56-4 |
| MDL Number | MFCD00040839 |
| Molecular Formula | C7H5F3S |
| Molecular Weight | 178.17 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| 25 g | $ 120 | In Stock | ||
| Bulk | Contact for Price | In Stock | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 5666-B-05
CAS: 333-47-1
Molecule Weight: 257.07
Formula: C7H4BrF3S
PN: 7666-3-34
CAS: 372-16-7
Molecule Weight: 193.19
Formula: C7H6F3NS
PN: 5666-3-X5
CAS: 940-76-1
Molecule Weight: 196.16
Formula: C7H4F4S
![4-[(Trifluoromethyl)thio]iodobenzene](data:image/png;base64,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)
PN: 5666-K-07
CAS: 372-15-6
Molecule Weight: 304.07
Formula: C7H4F3IS
PN: 6665-3-00
CAS: 703-18-4
Molecule Weight: 194.17
Formula: C7H5F3OS
Boiling Point: 140-142 ℃
Refractive Index: 1.466
Density: 1.249
DOT/IATA/IMDG: UN 1993 - HC 3 - PG III
Flash Point: 38 ℃
Hazard Statement: H226-H315-H319-H335-stench
TSCA: Not listed on TSCA inventory
HTN: 2930.90.2900
EINECS: 207-270-0
