| Product Number | 4637-3-61 |
| Synonyms | 2-[4-Methoxy-3-(trifluoromethoxy)phenyl]acetonitrile |
| CAS | 853771-93-4 |
| MDL Number | MFCD18398529 |
| Molecular Formula | C10H8F3NO2 |
| Molecular Weight | 231.174 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4637-3-61
CAS: 853771-93-4
Molecule Weight: 231.174
Formula: C10H8F3NO2
PN: 4737-3-02
CAS: 1261683-78-6
Molecule Weight: 215.175
Formula: C10H8F3NO
![2-[3-(Trifluoromethoxy)phenyl]acetonitrile](data:image/png;base64,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)
PN: 4737-3-53
CAS: 108307-56-8
Molecule Weight: 201.148
Formula: C9H6F3NO
PN: 4737-3-X4
CAS: 41429-18-9
Molecule Weight: 183.158
Formula: C9H7F2NO
PN: 4737-3-X7
CAS: 886763-09-3
Molecule Weight: 215.175
Formula: C10H8F3NO
PN: 4H37-3-28
CAS: 68119-31-3
Molecule Weight: 197.141
Formula: C9H5F2NO2
PN: 4637-1-63
CAS: 93-17-4
Molecule Weight: 177.203
Formula: C10H11NO2
PN: 4737-3-03
CAS: 916420-56-9
Molecule Weight: 215.175
Formula: C10H8F3NO
TSCA: Not listed on TSCA inventory