| Product Number | 8H60-1-2G |
| Synonyms | 2-(4,4,5,5-Tetramethyl-1,3,2-dioxaborolan-2-yl)aniline |
| CAS | 191171-55-8 |
| MDL Number | MFCD02179448 |
| Molecular Formula | C12H18BNO2 |
| Molecular Weight | 219.09 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-1-2G
CAS: 191171-55-8
Molecule Weight: 219.09
Formula: C12H18BNO2
PN: 8H60-5-11
CAS: 393877-09-3
Molecule Weight: 255.55
Formula: C12H19BClNO2
PN: 8760-1-0H
CAS: 863578-36-3
Molecule Weight: 233.12
Formula: C13H20BNO2
PN: 8H60-5-Y3
CAS: 214360-73-3
Molecule Weight: 219.09
Formula: C12H18BNO2
PN: 8660-5-31
CAS: 616227-14-6
Molecule Weight: 255.55
Formula: C12H19BClNO2
PN: 8H60-1-6L
CAS: 948592-80-1
Molecule Weight: 233.12
Formula: C13H20BNO2
![Dimethyl[2-(4,4,5,5-tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]amine](data:image/png;base64,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)
PN: 8660-1-P0
CAS: 832114-08-6
Molecule Weight: 247.15
Formula: C14H22BNO2
PN: 8660-5-36
CAS: 863578-21-6
Molecule Weight: 253.53
Formula: C12H17BClNO2
Melting Point: 68-70 ℃
TSCA: Not listed on TSCA inventory