| Product Number | 8760-5-01 |
| Synonyms | 3-Boronobenzylamine hydrochloride; (3-Boronophenyl)methylamine hydrochloride |
| CAS | 352525-94-1 |
| MDL Number | MFCD02093050 |
| Molecular Formula | C7H11BClNO2 |
| Molecular Weight | 187.43 |
| Units | Price (USD) | Availability |
|---|
PN: 8760-5-01
CAS: 352525-94-1
Molecule Weight: 187.43
Formula: C7H11BClNO2
![{3-[(Dimethylamino)methyl]phenyl}boronic acid hydrochloride](data:image/png;base64,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)
PN: 8660-5-0B
CAS: 1485417-01-3
Molecule Weight: 215.48
Formula: C9H15BClNO2
![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: 8667-1-X2
CAS: 850568-10-4
Molecule Weight: 181.02
Formula: C7H8BNO2S
PN: P311-A-03
CAS: 351422-73-6
Molecule Weight: 164.96
Formula: C7H8BNO3
PN: 6760-1-Z5
CAS: 172975-69-8
Molecule Weight: 149.98
Formula: C8H11BO2
PN: 8660-7-01
CAS: 1072946-46-3
Molecule Weight: 205.42
Formula: C7H10BClFNO2
Melting Point: 248-250 ℃
TSCA: Not listed on TSCA inventory
