| Product Number | 6760-1-53 |
| CAS | 1092060-77-9 |
| MDL Number | MFCD28101503 |
| Molecular Formula | C13H19BO2 |
| Molecular Weight | 218.1 |
| Units | Price (USD) | Availability |
|---|
PN: 6760-1-53
CAS: 1092060-77-9
Molecule Weight: 218.1
Formula: C13H19BO2
PN: 8660-1-81
CAS: 1092060-81-5
Molecule Weight: 229.09
Formula: C13H16BNO2
PN: 6H60-1-21
CAS: 15961-35-0
Molecule Weight: 204.08
Formula: C12H17BO2
PN: 6H60-1-0B
CAS: 1310404-79-5
Molecule Weight: 218.1
Formula: C13H19BO2
![1-[4-(4,4,6-Trimethyl-1,3,2-dioxaborinan-2-yl)phenyl]ethan-1-one](data:image/png;base64,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)
PN: 6660-1-51
CAS: 934558-34-6
Molecule Weight: 246.11
Formula: C14H19BO3
PN: 6760-1-52
CAS: 1446443-35-1
Molecule Weight: 218.1
Formula: C13H19BO2
PN: 6H60-3-08
CAS: 173341-99-6
Molecule Weight: 222.07
Formula: C12H16BFO2
PN: 8660-1-80
CAS: 934558-35-7
Molecule Weight: 229.09
Formula: C13H16BNO2
TSCA: Not listed on TSCA inventory