| Product Number | 8H60-1-G7 |
| Synonyms | 2-(2-Nitrophenyl)-4,4,5,5-tetramethyl-1,3,2-dioxaborolane; 2-(4,4,5,5-Tetramethyl-1,3,2-dioxaborolan-2-yl)nitrobenzene |
| CAS | 190788-59-1 |
| MDL Number | MFCD02179447 |
| Molecular Formula | C12H16BNO4 |
| Molecular Weight | 249.07 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H60-1-G7
CAS: 190788-59-1
Molecule Weight: 249.07
Formula: C12H16BNO4
![(1S,2S,6R,8S)-2,9,9-Trimethyl-4-(2-nitrophenyl)-3,5-dioxa-4-boratricyclo[6.1.1.0²,6]decane](data:image/png;base64,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)
PN: 8660-1-74
CAS:
Molecule Weight: 301.15
Formula: C16H20BNO4
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: 8H60-1-Q1
CAS: 171364-83-3
Molecule Weight: 249.07
Formula: C12H16BNO4
PN: 8H60-1-9T
CAS: 68716-48-3
Molecule Weight: 249.07
Formula: C12H16BNO4
PN: 8660-5-0C
CAS: 1073371-77-3
Molecule Weight: 253.53
Formula: C12H17BClNO2
PN: 8H60-1-0P
CAS: 871329-51-0
Molecule Weight: 264.09
Formula: C12H17BN2O4
Melting Point: 139-141 ℃
TSCA: Not listed on TSCA inventory