![[3,5-Bis(trifluoromethyl)phenyl]dimethylsilane](data:image/png;base64,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)
| Product Number | 5880-3-X0 |
| Purity | 95 % |
| CAS | 33558-36-0 |
| MDL Number | MFCD02093948 |
| Molecular Formula | C10H10F6Si |
| Molecular Weight | 272.265 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Boiling Point: 40 ℃ @ 1.5 mmHg
Refractive Index: 1.4125 @ ℃
TSCA: Not listed on TSCA inventory