| Product Number | 3837-7-X2 |
| CAS | 261763-26-2 |
| MDL Number | MFCD01631357 |
| Molecular Formula | C9H5ClF3N |
| Molecular Weight | 219.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3837-7-X2
CAS: 261763-26-2
Molecule Weight: 219.59
Formula: C9H5ClF3N
PN: 3837-3-19
CAS: 1017777-89-7
Molecule Weight: 254.03
Formula: C9H4Cl2F3N
PN: 3837-7-15
CAS: 85386-80-7
Molecule Weight: 219.59
Formula: C9H5ClF3N
PN: 3837-7-X4
CAS: 261763-16-0
Molecule Weight: 237.58
Formula: C9H4ClF4N
PN: 3837-7-13
CAS: 633317-69-8
Molecule Weight: 219.59
Formula: C9H5ClF3N
PN: 1800-7-0D
CAS: 1099597-50-8
Molecule Weight: 262.58
Formula: C9H5ClF6
![2-[2-(Trifluoromethyl)phenyl]acetonitrile](data:image/png;base64,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)
PN: 3837-3-12
CAS: 3038-47-9
Molecule Weight: 185.149
Formula: C9H6F3N
PN: 1800-7-0E
CAS: 320-30-9
Molecule Weight: 248.55
Formula: C8H3ClF6
Melting Point: 61-63 ℃
TSCA: Not listed on TSCA inventory