| Product Number | 8H60-1-4W |
| Synonyms | 4-(4,4,5,5-Tetramethyl-1,3,2-dioxaborolan-2-yl)benzoic acid hydrazide |
| CAS | 276694-16-7 |
| MDL Number | MFCD07783860 |
| Molecular Formula | C13H19BN2O3 |
| Molecular Weight | 262.12 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 8H60-1-4W
CAS: 276694-16-7
Molecule Weight: 262.12
Formula: C13H19BN2O3
PN: 8660-1-T8
CAS: 179117-44-3
Molecule Weight: 247.1
Formula: C13H18BNO3
PN: 8H60-1-9K
CAS: 214360-57-3
Molecule Weight: 261.13
Formula: C14H20BNO3
PN: 8H60-1-P4
CAS: 400727-57-3
Molecule Weight: 275.16
Formula: C15H22BNO3
PN: 8660-1-88
CAS:
Molecule Weight: 289.18
Formula: C16H24BNO3
![[4-(Diethylamine-1-carbonyl)phenyl]boronic acid, pinacol ester](data:image/png;base64,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)
PN: 8H60-1-D9
CAS: 325142-99-2
Molecule Weight: 303.21
Formula: C17H26BNO3
PN: 8H60-5-Z7
CAS: 850568-55-7
Molecule Weight: 269.58
Formula: C13H21BClNO2
PN: 8760-3-03
CAS: 631911-09-6
Molecule Weight: 261.13
Formula: C14H20BNO3
TSCA: Not listed on TSCA inventory