| Product Number | 6H60-3-02 |
| Synonyms | [5-(Trifluoromethyl)thiophen-2-yl]boronic acid |
| Purity | 95 % |
| CAS | 958451-91-7 |
| MDL Number | MFCD11042442 |
| Molecular Formula | C5H4BF3O2S |
| Molecular Weight | 195.95 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6H60-3-02
CAS: 958451-91-7
Molecule Weight: 195.95
Formula: C5H4BF3O2S
![[5-(Difluoromethyl)-2-thienyl]boronic acid](data:image/png;base64,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)
PN: 6H66-3-31
CAS:
Molecule Weight: 177.96
Formula: C5H5BF2O2S
![[5-(Difluoromethyl)-4-methyl-2-thienyl]boronic acid](data:image/png;base64,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)
PN: 6H66-3-20
CAS:
Molecule Weight: 191.99
Formula: C6H7BF2O2S
![[5-(Difluoromethyl)-3-methyl-2-thienyl]boronic acid](data:image/png;base64,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)
PN: 6H66-3-28
CAS:
Molecule Weight: 191.99
Formula: C6H7BF2O2S
PN: 6H60-1-W0
CAS: 162607-20-7
Molecule Weight: 141.98
Formula: C5H7BO2S
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000