| Product Number | 8669-1-17 |
| Purity | 95 % |
| CAS | 548769-96-6 |
| MDL Number | MFCD06659845 |
| Molecular Formula | C13H14BNO4S |
| Molecular Weight | 291.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8669-1-17
CAS: 548769-96-6
Molecule Weight: 291.13
Formula: C13H14BNO4S
![4-[(4-Methoxybenzyl)sulfamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8769-1-10
CAS: 957060-91-2
Molecule Weight: 321.15
Formula: C14H16BNO5S
PN: 8660-1-Z6
CAS: 871329-65-6
Molecule Weight: 229.06
Formula: C8H12BNO4S
![4-[N-Methyl-N-(4-methoxybenzyl)sulfamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8769-1-07
CAS: 913835-54-8
Molecule Weight: 335.18
Formula: C15H18BNO5S
PN: 8769-1-Y5
CAS: 871329-73-6
Molecule Weight: 305.16
Formula: C14H16BNO4S
PN: 8669-1-Y4
CAS: 850589-31-0
Molecule Weight: 243.08
Formula: C9H14BNO4S
PN: 8663-1-Y6
CAS: 208516-15-8
Molecule Weight: 257.11
Formula: C10H16BNO4S
Melting Point: 148-150 ℃
TSCA: Not listed on TSCA inventory
