| Product Number | 7861-7-34 |
| Synonyms | AT-BTF |
| Purity | 98 % |
| CAS | 4274-38-8 |
| MDL Number | MFCD00042600 |
| Molecular Formula | C7H7ClF3NS |
| Molecular Weight | 229.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 10 g | 157 | Contact for Availability | |
| 25 g | 360 | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 7861-7-34
CAS: 4274-38-8
Molecule Weight: 229.65
Formula: C7H7ClF3NS
PN: 7869-3-X2
CAS: 19406-49-6
Molecule Weight: 193.19
Formula: C7H6F3NS
PN: 7866-3-X0
CAS: 207974-07-0
Molecule Weight: 207.21
Formula: C8H8F3NS
PN: 7866-3-18
CAS: 256508-73-3
Molecule Weight: 207.21
Formula: C8H8F3NS
![1-[2-(Methylthio)-5-(trifluoromethyl)phenyl]hydrazine](data:image/png;base64,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)
PN: 7866-3-19
CAS: 680218-04-6
Molecule Weight: 222.23
Formula: C8H9F3N2S
PN: 8863-3-02
CAS: 402-19-7
Molecule Weight: 239.21
Formula: C8H8F3NO2S
Melting Point: 190 ℃
TSCA: Not listed on TSCA inventory
HTN: 2930.90.2900
