![Potassium [4-(trifluoromethyl)phenyl]trifluoroborate](data:image/png;base64,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)
| Product Number | 6860-3-X2 |
| Purity | 96 % |
| CAS | 166328-08-1 |
| MDL Number | MFCD04039955 |
| Molecular Formula | C7H4BF6K |
| Molecular Weight | 252.01 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 25 g | 137.5 | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6860-3-X2
CAS: 166328-08-1
Molecule Weight: 252.01
Formula: C7H4BF6K
PN: 5860-3-02
CAS: 1150655-10-9
Molecule Weight: 320.01
Formula: C8H3BF9K
PN: 5860-3-00
CAS: 30678-36-5
Molecule Weight: 252.01
Formula: C7H4BF6K
![Potassium [2-fluoro-4-(trifluoromethyl)phenyl]trifluoroborate](data:image/png;base64,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)
PN: 5860-3-01
CAS: 1150655-12-1
Molecule Weight: 270
Formula: C7H3BF7K
PN: 6760-3-X5
CAS: 216434-82-1
Molecule Weight: 198.04
Formula: C7H7BF3K
Melting Point: >300 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2931.90.9050