| Product Number | 3830-3-43 |
| Purity | 98 % |
| CAS | 2740-83-2 |
| MDL Number | MFCD00008117 |
| Molecular Formula | C8H8F3N |
| Molecular Weight | 175.154 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 25 g | 56 | Contact for Availability | |
| 100 g | 110 | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3830-3-43
CAS: 2740-83-2
Molecule Weight: 175.154
Formula: C8H8F3N
PN: 3830-3-29
CAS: 292151-97-4
Molecule Weight: 189.181
Formula: C9H10F3N
PN: 3830-3-45
CAS: 85068-29-7
Molecule Weight: 243.152
Formula: C9H7F6N
PN: 3830-3-27
CAS: 771572-43-1
Molecule Weight: 189.181
Formula: C9H10F3N
PN: 3830-3-28
CAS: 771572-44-2
Molecule Weight: 189.181
Formula: C9H10F3N
PN: 3830-3-31
CAS: 771581-64-7
Molecule Weight: 189.181
Formula: C9H10F3N
![{[3-(Trifluoromethyl)phenyl]methyl}hydrazine dihydrochloride](data:image/png;base64,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)
PN: 3839-7-12
CAS: 1242339-95-2
Molecule Weight: 263.09
Formula: C8H11Cl2F3N2
PN: 3831-3-63
CAS: 90390-07-1
Molecule Weight: 189.181
Formula: C9H10F3N
Boiling Point: 93-97 ℃
Refractive Index: 1.46
Density: 1.22
DOT/IATA/IMDG: UN 2735 - HC 8 - PG III
Flash Point: 71 ℃
Hazard Statement: H227-H314-H318-H335
TSCA: Not listed on TSCA inventory
EINECS: 220-367-2