| Product Number | 4637-7-17 |
| Synonyms | 2-[5-Chloro-2-(trifluoromethoxy)phenyl]acetonitrile |
| CAS | 1092461-20-5 |
| MDL Number | MFCD11519359 |
| Molecular Formula | C9H5ClF3NO |
| Molecular Weight | 235.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4637-7-17
CAS: 1092461-20-5
Molecule Weight: 235.59
Formula: C9H5ClF3NO
PN: 4637-5-16
CAS: 7048-38-6
Molecule Weight: 181.62
Formula: C9H8ClNO
![2-[2-(Trifluoromethoxy)phenyl]acetonitrile](data:image/png;base64,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)
PN: 4737-3-52
CAS: 137218-25-8
Molecule Weight: 201.148
Formula: C9H6F3NO
PN: 4737-3-X2
CAS: 41429-22-5
Molecule Weight: 183.158
Formula: C9H7F2NO
PN: 4637-7-15
CAS: 1261861-63-5
Molecule Weight: 235.59
Formula: C9H5ClF3NO
PN: 4637-7-27
CAS: 1092461-25-0
Molecule Weight: 221.56
Formula: C8H3ClF3NO
PN: 2607-7-20
CAS: 874821-52-0
Molecule Weight: 226.58
Formula: C8H6ClF3O2
Melting Point: 64-66 ℃
TSCA: Not listed on TSCA inventory