| Product Number | 3H32-3-0U |
| Purity | 95.0 % |
| CAS | 1030632-94-0 |
| MDL Number | MFCD19689817 |
| Molecular Formula | C8H8F3N |
| Molecular Weight | 175.154 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-3-0U
CAS: 1030632-94-0
Molecule Weight: 175.154
Formula: C8H8F3N
PN: 4H02-3-0A
CAS: 1228631-54-6
Molecule Weight: 191.153
Formula: C8H8F3NO
PN: 4H17-3-Y4
CAS: 358780-14-0
Molecule Weight: 189.137
Formula: C8H6F3NO
PN: 3H30-3-S0
CAS: 1071435-62-5
Molecule Weight: 190.169
Formula: C8H9F3N2
PN: 3H30-3-4X
CAS: 566158-78-9
Molecule Weight: 204.196
Formula: C9H11F3N2
PN: 3H32-3-Y9
CAS: 1196155-24-4
Molecule Weight: 171.122
Formula: C8H4F3N
![1-[6-(Trifluoromethyl)-3-pyridyl]cyclopropanecarbonitrile](data:image/png;base64,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)
PN: 3H37-3-88
CAS: 1427012-06-3
Molecule Weight: 212.175
Formula: C10H7F3N2
PN: 3H30-3-04
CAS: 387350-39-2
Molecule Weight: 176.142
Formula: C7H7F3N2
TSCA: Not listed on TSCA inventory