| Product Number | 8669-1-0N |
| Purity | 95 % |
| CAS | 83922-54-7 |
| MDL Number | MFCD11052340 |
| Molecular Formula | C8H9NO3S |
| Molecular Weight | 199.22 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 8669-1-0N
CAS: 83922-54-7
Molecule Weight: 199.22
Formula: C8H9NO3S
![4-[(Methylsulfonyl)amino]benzoic acid](data:image/png;base64,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)
PN: 8669-1-Z7
CAS: 7151-76-0
Molecule Weight: 215.22
Formula: C8H9NO4S
![N-[4-(Aminomethyl)phenyl]methanesulfonamide hydrochloride](data:image/png;base64,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)
PN: 8669-5-X5
CAS: 128263-66-1
Molecule Weight: 236.71
Formula: C8H13ClN2O2S
PN: 8669-1-70
CAS: 36268-67-4
Molecule Weight: 196.22
Formula: C8H8N2O2S
PN: 8669-1-0K
CAS: 94532-99-7
Molecule Weight: 199.22
Formula: C8H9NO3S
PN: 8969-1-05
CAS: 111448-81-8
Molecule Weight: 195.24
Formula: C9H9NO2S
PN: 8669-1-Z8
CAS: 55512-05-5
Molecule Weight: 199.22
Formula: C8H9NO3S
PN: 8669-1-71
CAS: 7151-77-1
Molecule Weight: 243.28
Formula: C10H13NO4S
TSCA: Not listed on TSCA inventory