| Product Number | 3831-3-X0 |
| Purity | 97 % |
| CAS | 49850-16-0 |
| MDL Number | MFCD00203993 |
| Molecular Formula | C10H9F6N |
| Molecular Weight | 257.179 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3831-3-X0
CAS: 49850-16-0
Molecule Weight: 257.179
Formula: C10H9F6N
PN: 3H31-7-67
CAS: 1203579-21-8
Molecule Weight: 240.65
Formula: C9H12ClF3N2
PN: 4848-3-X6
CAS: 16143-84-3
Molecule Weight: 271.162
Formula: C10H7F6NO
PN: 3831-3-07
CAS: 2026-70-2
Molecule Weight: 175.154
Formula: C8H8F3N
![Dimethyl(2-{[3-(trifluoromethyl)phenyl]amino}ethyl)amine](data:image/png;base64,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)
PN: 3832-3-05
CAS: 5502-34-1
Molecule Weight: 232.25
Formula: C11H15F3N2
PN: 3830-3-13
CAS: 328-74-5
Molecule Weight: 229.125
Formula: C8H5F6N
![1-[3,5-Bis(trifluoromethyl)phenyl]piperazine](data:image/png;base64,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)
PN: 3H31-3-X1
CAS: 16172-96-6
Molecule Weight: 298.232
Formula: C12H12F6N2
PN: 4848-3-03
CAS: 351-36-0
Molecule Weight: 203.164
Formula: C9H8F3NO
Boiling Point: 96-98 ℃
TSCA: Not listed on TSCA inventory