| Product Number | 1800-3-0T |
| Purity | 95 % |
| CAS | 50562-22-6 |
| MDL Number | MFCD11226548 |
| Molecular Formula | C9H6F6 |
| Molecular Weight | 228.137 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 1800-3-0T
CAS: 50562-22-6
Molecule Weight: 228.137
Formula: C9H6F6
PN: 1800-3-16
CAS: 27190-70-1
Molecule Weight: 174.166
Formula: C9H9F3
PN: 2817-3-X3
CAS: 721-37-9
Molecule Weight: 242.12
Formula: C9H4F6O
PN: 1800-3-0N
CAS: 1099597-68-8
Molecule Weight: 246.128
Formula: C9H5F7
PN: 1700-3-Z8
CAS: 50562-00-0
Molecule Weight: 174.166
Formula: C9H9F3
PN: 1700-3-Y6
CAS: 1204295-94-2
Molecule Weight: 156.176
Formula: C9H10F2
PN: 3737-3-22
CAS: 1823246-09-8
Molecule Weight: 221.13
Formula: C9H4F5N
![2-[3-(Trifluoromethyl)phenyl]acetonitrile](data:image/png;base64,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)
PN: 3837-3-13
CAS: 2338-76-3
Molecule Weight: 185.149
Formula: C9H6F3N
TSCA: Not listed on TSCA inventory