| Product Number | 8H84-1-X1 |
| Purity | 98 % |
| CAS | 351457-64-2 |
| MDL Number | MFCD08436007 |
| Molecular Formula | C14H22BNO2Si |
| Molecular Weight | 275.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H84-1-X1
CAS: 351457-64-2
Molecule Weight: 275.23
Formula: C14H22BNO2Si
PN: 8H87-1-01
CAS: 913835-60-6
Molecule Weight: 275.23
Formula: C14H22BNO2Si
![1-[(tert-Butyl)dimethylsilyl]-1H-indole-5-boronic acid](data:image/png;base64,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)
PN: 8H84-1-X2
CAS: 913835-68-4
Molecule Weight: 275.23
Formula: C14H22BNO2Si
PN: 8H87-1-02
CAS: 690632-17-8
Molecule Weight: 399.46
Formula: C23H38BNO2Si
Melting Point: 130-135 ℃
TSCA: Not listed on TSCA inventory