| Product Number | 6663-1-00 |
| Synonyms | 1-(4-Methoxyphenyl)-2-(methylsulfonyl)-1-ethan-1-one |
| CAS | 27918-36-1 |
| MDL Number | MFCD00202206 |
| Molecular Formula | C10H12O4S |
| Molecular Weight | 228.26 |
| Units | Price (USD) | Availability |
|---|
PN: 6663-1-00
CAS: 27918-36-1
Molecule Weight: 228.26
Formula: C10H12O4S
PN: 6663-1-0E
CAS: 3708-04-1
Molecule Weight: 198.24
Formula: C9H10O3S
![2-(Trifluoromethane)sulfonyl-1-[4-(trifluoromethoxy)phenyl]ethan-1-one](data:image/png;base64,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)
PN: 6663-3-15
CAS: 1346521-24-1
Molecule Weight: 336.2
Formula: C10H6F6O4S
PN: 8668-1-X2
CAS: 6097-26-3
Molecule Weight: 207.25
Formula: C10H9NO2S
PN: 4637-1-6E
CAS: 14271-83-1
Molecule Weight: 161.16
Formula: C9H7NO2
Melting Point: 136-137 ℃
TSCA: Not listed on TSCA inventory