| Product Number | 8769-1-50 |
| CAS | 450368-33-9 |
| MDL Number | MFCD09049488 |
| Molecular Formula | C9H11NO4S |
| Molecular Weight | 229.25 |
| Units | Price (USD) | Availability |
|---|
PN: 8769-1-50
CAS: 450368-33-9
Molecule Weight: 229.25
Formula: C9H11NO4S
PN: 8669-1-W0
CAS: 28547-13-9
Molecule Weight: 215.22
Formula: C8H9NO4S
PN: 8669-1-Z8
CAS: 55512-05-5
Molecule Weight: 199.22
Formula: C8H9NO3S
PN: 8669-1-79
CAS: 1243364-91-1
Molecule Weight: 231.22
Formula: C8H9NO5S
![2-[(Methylsulfonyl)amino]benzoic acid](data:image/png;base64,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)
PN: 8669-1-60
CAS: 162787-61-3
Molecule Weight: 215.22
Formula: C8H9NO4S
TSCA: Not listed on TSCA inventory