![3-[3,5-Bis(trifluoromethyl)phenyl]acrylonitrile](data:image/png;base64,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)
| Product Number | 3937-3-X2 |
| Purity | 97 % |
| CAS | 175136-63-7 |
| MDL Number | MFCD00051605 |
| Molecular Formula | C11H5F6N |
| Molecular Weight | 265.158 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 80 ℃
TSCA: Not listed on TSCA inventory