| Product Number | 6660-3-Y5 |
| CAS | 850623-58-4 |
| MDL Number | MFCD04115751 |
| Molecular Formula | C13H11BF3KO |
| Molecular Weight | 290.13 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| 1 g | $ 75 | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 6660-3-Y5
CAS: 850623-58-4
Molecule Weight: 290.13
Formula: C13H11BF3KO
PN: 6660-3-Y7
CAS: 850623-47-1
Molecule Weight: 290.13
Formula: C13H11BF3KO
![Potassium [3-(benzyloxy)-4-cyanophenyl]trifluoroboranuide](data:image/png;base64,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)
PN: 8660-3-18
CAS:
Molecule Weight: 315.14
Formula: C14H10BF3KNO
PN: 6760-3-X6
CAS: 850623-43-7
Molecule Weight: 304.16
Formula: C14H13BF3KO
PN: 6660-3-W9
CAS: 850623-44-8
Molecule Weight: 290.13
Formula: C13H11BF3KO
PN: 6660-3-0D
CAS: 1638533-83-1
Molecule Weight: 228.06
Formula: C8H9BF3KO
PN: 6760-1-W6
CAS: 156682-54-1
Molecule Weight: 228.05
Formula: C13H13BO3
Melting Point: 118-122 ℃
TSCA: Not listed on TSCA inventory