| Product Number | 8769-1-46 |
| CAS | 3624-90-6 |
| MDL Number | MFCD00014771 |
| Molecular Formula | C13H14N2O2S |
| Molecular Weight | 262.33 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8769-1-22
CAS: 6380-08-1
Molecule Weight: 262.33
Formula: C13H14N2O2S
PN: 8769-B-01
CAS: 260969-08-2
Molecule Weight: 344.2
Formula: C13H11BrFNO2S
PN: 8769-1-49
CAS: 55305-43-6
Molecule Weight: 272.32
Formula: C14H12N2O2S
PN: 8669-1-04
CAS: 16504-19-1
Molecule Weight: 388.46
Formula: C18H16N2O4S2
PN: 8669-1-64
CAS: 127-77-5
Molecule Weight: 248.3
Formula: C12H12N2O2S
![4-Methyl-N-[3-(trifluoromethyl)phenyl]benzenesulfonamide](data:image/png;base64,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)
PN: 8869-3-17
CAS: 1584-58-3
Molecule Weight: 315.31
Formula: C14H12F3NO2S
PN: 8H69-1-5Y
CAS: 151721-35-6
Molecule Weight: 261.3
Formula: C13H11NO3S
TSCA: Not listed on TSCA inventory