![[(Morpholin-4-ium-4-yl)methyl]trifluoroborate](data:image/png;base64,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)
| Product Number | 8H60-3-53 |
| Synonyms | Trifluoro[(morpholin-4-ium-4-yl)methyl]borate |
| Purity | 95 % |
| CAS | 1268340-94-8 |
| MDL Number | MFCD20134168 |
| Molecular Formula | C5H11BF3NO |
| Molecular Weight | 168.95 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 170-172 ℃
TSCA: Not listed on TSCA inventory