![Potassium [(4-methoxybenzyloxy)methyl]trifluoroborate](data:image/png;base64,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)
| Product Number | 6660-3-2A |
| Synonyms | Potassium trifluoro[(4-methoxyphenyl)methoxymethyl]boranuide |
| CAS | 1027642-26-7 |
| MDL Number | MFCD11505925 |
| Molecular Formula | C9H11BF3KO2 |
| Molecular Weight | 258.09 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 203-213 ℃
TSCA: Not listed on TSCA inventory