| Product Number | 8669-1-Z8 |
| CAS | 55512-05-5 |
| MDL Number | MFCD03198179 |
| 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-Z8
CAS: 55512-05-5
Molecule Weight: 199.22
Formula: C8H9NO3S
PN: 8669-1-W0
CAS: 28547-13-9
Molecule Weight: 215.22
Formula: C8H9NO4S
PN: 8669-1-0M
CAS: 50790-30-2
Molecule Weight: 196.22
Formula: C8H8N2O2S
PN: 8769-1-50
CAS: 450368-33-9
Molecule Weight: 229.25
Formula: C9H11NO4S
PN: 8669-1-0N
CAS: 83922-54-7
Molecule Weight: 199.22
Formula: C8H9NO3S
![N-[3-(Chloromethyl)phenyl]methanesulfonamide](data:image/png;base64,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)
PN: 8669-5-01
CAS: 362529-31-5
Molecule Weight: 219.68
Formula: C8H10ClNO2S
PN: 8H69-1-5Y
CAS: 151721-35-6
Molecule Weight: 261.3
Formula: C13H11NO3S
PN: 8669-1-0K
CAS: 94532-99-7
Molecule Weight: 199.22
Formula: C8H9NO3S
Melting Point: 146-147 ℃
TSCA: Not listed on TSCA inventory
HTN: 2935.00.7500