![[4-Fluoro-2-methoxy-5-(propan-2-yl)phenyl]boronic acid](data:image/png;base64,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)
| Product Number | 6760-3-03 |
| Synonyms | (4-Fluoro-5-isopropyl-2-methoxyphenyl)boronic acid |
| CAS | 875446-29-0 |
| MDL Number | MFCD16294183 |
| Molecular Formula | C10H14BFO3 |
| Molecular Weight | 212.03 |
| Units | Price (USD) | Availability |
|---|
PN: 6760-3-03
CAS: 875446-29-0
Molecule Weight: 212.03
Formula: C10H14BFO3
PN: 6766-1-X0
CAS: 128733-85-7
Molecule Weight: 208.06
Formula: C11H17BO3
PN: 6760-1-0J
CAS: 216393-63-4
Molecule Weight: 194.04
Formula: C10H15BO3
PN: 6760-3-0L
CAS: 2096337-59-4
Molecule Weight: 198
Formula: C9H12BFO3
PN: 6760-3-0C
CAS: 1451392-12-3
Molecule Weight: 183.97
Formula: C8H10BFO3
PN: 6760-3-0V
CAS:
Molecule Weight: 201.96
Formula: C8H9BF2O3
PN: 6760-3-0M
CAS: 1451391-66-4
Molecule Weight: 198
Formula: C9H12BFO3
Melting Point: 120-125 ℃
Hazard Statement: H302-H315-H318-H335
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000
