| Product Number | 8660-1-12 |
| Synonyms | 3-(Acetamidomethyl)benzeneboronic acid |
| Purity | 97 % |
| CAS | 850568-42-2 |
| MDL Number | MFCD06659819 |
| Molecular Formula | C9H12BNO3 |
| Molecular Weight | 193.01 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8660-1-12
CAS: 850568-42-2
Molecule Weight: 193.01
Formula: C9H12BNO3
PN: 8760-1-07
CAS: 625470-96-4
Molecule Weight: 255.08
Formula: C14H14BNO3
![3-[(Diethylamino)methyl]phenylboronic acid](data:image/png;base64,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)
PN: 8660-1-0B
CAS: 944483-39-0
Molecule Weight: 207.08
Formula: C11H18BNO2
![3-[N-Benzyl-N-(methylaminocarbonyl)]benzeneboronic acid](data:image/png;base64,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)
PN: 8760-1-09
CAS: 874460-01-2
Molecule Weight: 269.11
Formula: C15H16BNO3
PN: 6660-1-P2
CAS: 850567-21-4
Molecule Weight: 193.01
Formula: C9H12BNO3
![3-[(Dimethylamino)methyl]phenylboronic acid](data:image/png;base64,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)
PN: 8660-1-Q6
CAS: 819849-22-4
Molecule Weight: 179.03
Formula: C9H14BNO2
PN: 8660-1-W8
CAS: 237413-05-7
Molecule Weight: 221.06
Formula: C11H16BNO3
![3-[(N-Ethyl-N-methylamino)carbonyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8660-1-48
CAS: 871333-07-2
Molecule Weight: 207.04
Formula: C10H14BNO3
Melting Point: 253-255 ℃
TSCA: Not listed on TSCA inventory