| Product Number | 8669-1-33 |
| CAS | 957121-17-4 |
| MDL Number | MFCD09800864 |
| Molecular Formula | C9H12BNO5S |
| Molecular Weight | 257.07 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8669-1-33
CAS: 957121-17-4
Molecule Weight: 257.07
Formula: C9H12BNO5S
PN: 8669-1-W9
CAS: 957120-73-9
Molecule Weight: 271.09
Formula: C10H14BNO5S
PN: 8669-1-Y1
CAS: 913835-52-6
Molecule Weight: 243.04
Formula: C8H10BNO5S
![4-[N-(3-Methylbutanoyl)sulfamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8669-1-31
CAS: 957120-81-9
Molecule Weight: 285.12
Formula: C11H16BNO5S
PN: 8669-1-15
CAS: 850589-32-1
Molecule Weight: 257.11
Formula: C10H16BNO4S
PN: 8669-1-18
CAS: 871329-67-8
Molecule Weight: 241.07
Formula: C9H12BNO4S
![4-[N-(3-Chloropropyl)sulfamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8669-5-21
CAS: 874219-48-4
Molecule Weight: 277.53
Formula: C9H13BClNO4S
PN: 8660-1-Z6
CAS: 871329-65-6
Molecule Weight: 229.06
Formula: C8H12BNO4S
TSCA: Not listed on TSCA inventory