| Product Number | 8669-1-13 |
| Purity | 98 % |
| CAS | 850568-76-2 |
| MDL Number | MFCD06659846 |
| Molecular Formula | C10H16BNO4S |
| Molecular Weight | 257.11 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8669-1-13
CAS: 850568-76-2
Molecule Weight: 257.11
Formula: C10H16BNO4S
PN: 8660-1-Z6
CAS: 871329-65-6
Molecule Weight: 229.06
Formula: C8H12BNO4S
PN: 8669-1-Y8
CAS: 486422-59-7
Molecule Weight: 229.06
Formula: C8H12BNO4S
PN: 8H69-1-24
CAS: 486422-57-5
Molecule Weight: 255.1
Formula: C10H14BNO4S
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
![4-[N-(2-Hydroxyethyl)sulfamoyl]benzeneboronic acid](data:image/png;base64,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)
PN: 8669-1-W7
CAS: 850568-77-3
Molecule Weight: 245.06
Formula: C8H12BNO5S
PN: 8H69-1-25
CAS: 486422-58-6
Molecule Weight: 269.12
Formula: C11H16BNO4S
Melting Point: 120-124 ℃
TSCA: Not listed on TSCA inventory