| Product Number | 6H60-1-0N |
| Synonyms | 3-[4,4,5,5-Tetramethyl-1,3,2-dioxaborolan-2-yl]benzaldehyde |
| CAS | 380151-86-0 |
| MDL Number | MFCD05663872 |
| Molecular Formula | C13H17BO3 |
| Molecular Weight | 232.09 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6H60-1-0N
CAS: 380151-86-0
Molecule Weight: 232.09
Formula: C13H17BO3
PN: 6760-1-1J
CAS: 1352132-34-3
Molecule Weight: 246.11
Formula: C14H19BO3
PN: 6H60-1-65
CAS: 269409-73-6
Molecule Weight: 248.09
Formula: C13H17BO4
PN: 6H60-1-0M
CAS: 253342-48-2
Molecule Weight: 218.1
Formula: C13H19BO2
![1-[3-(4,4,5,5-Tetramethyl-1,3,2-dioxaborolan-2-yl)phenyl]ethanone](data:image/png;base64,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)
PN: 6660-1-93
CAS: 214360-49-3
Molecule Weight: 246.11
Formula: C14H19BO3
PN: 8660-1-Q4
CAS: 188665-74-9
Molecule Weight: 247.1
Formula: C13H18BNO3
PN: 6760-1-76
CAS: 325142-93-6
Molecule Weight: 232.13
Formula: C14H21BO2
PN: 6H60-5-0E
CAS: 1112209-32-1
Molecule Weight: 266.53
Formula: C13H16BClO3
TSCA: Not listed on TSCA inventory