| Product Number | 8660-1-55 |
| Synonyms | 3-Isobutyramidobenzeneboronic acid |
| Purity | 98 % |
| CAS | 874459-76-4 |
| MDL Number | MFCD08235080 |
| Molecular Formula | C10H14BNO3 |
| Molecular Weight | 207.04 |
| Units | Price (USD) | Availability |
|---|
PN: 8660-1-55
CAS: 874459-76-4
Molecule Weight: 207.04
Formula: C10H14BNO3
PN: 8660-1-57
CAS: 48150-45-4
Molecule Weight: 205.02
Formula: C10H12BNO3
PN: 8660-1-W0
CAS: 78887-39-5
Molecule Weight: 178.98
Formula: C8H10BNO3
PN: 8960-1-03
CAS: 99349-68-5
Molecule Weight: 190.99
Formula: C9H10BNO3
![4-[(2,2-Dimethylpropanoyl)amino]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-1-43
CAS: 182344-22-5
Molecule Weight: 221.06
Formula: C11H16BNO3
PN: 8660-1-44
CAS: 874219-50-8
Molecule Weight: 207.04
Formula: C10H14BNO3
PN: 8660-5-22
CAS: 276669-74-0
Molecule Weight: 282.31
Formula: C8H7BCl3NO3
PN: 8660-3-U8
CAS: 88978-20-5
Molecule Weight: 232.95
Formula: C8H7BF3NO3
Melting Point: 275-277 ℃
TSCA: Not listed on TSCA inventory