| Product Number | 8H60-5-Z6 |
| Synonyms | 3-(4,4,5,5-Tetramethyl-1,3,2-dioxaborolan-2-yl)benzylamine hydrochloride; [3-(4,4,5,5-Tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]methylamine hydrochloride |
| CAS | 380430-65-9 |
| MDL Number | MFCD03410294 |
| Molecular Formula | C13H21BClNO2 |
| Molecular Weight | 269.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-5-Z6
CAS: 380430-65-9
Molecule Weight: 269.58
Formula: C13H21BClNO2
PN: 6H60-1-0M
CAS: 253342-48-2
Molecule Weight: 218.1
Formula: C13H19BO2
![3-[(N,N-Dimethylamino)methyl]benzeneboronic acid, pinacol ester hydrochloride](data:image/png;base64,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)
PN: 8H60-5-L2
CAS: 1036991-19-1
Molecule Weight: 297.63
Formula: C15H25BClNO2
![Dimethyl({[3-(tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]methyl})amine](data:image/png;base64,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)
PN: 8H60-1-B2
CAS: 909391-56-6
Molecule Weight: 261.17
Formula: C15H24BNO2
PN: 8660-1-0D
CAS: 1011460-69-7
Molecule Weight: 247.15
Formula: C14H22BNO2
PN: 6760-1-76
CAS: 325142-93-6
Molecule Weight: 232.13
Formula: C14H21BO2
PN: 8660-1-Q4
CAS: 188665-74-9
Molecule Weight: 247.1
Formula: C13H18BNO3
PN: 6H60-1-91
CAS: 443776-76-9
Molecule Weight: 234.1
Formula: C13H19BO3
Melting Point: 169-171 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900