| Product Number | 6663-3-41 |
| Synonyms | 1-(4-Fluorophenyl)-2-(methylsulfonyl)ethan-1-one |
| CAS | 82652-17-3 |
| MDL Number | MFCD00202594 |
| Molecular Formula | C9H9FO3S |
| Molecular Weight | 216.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6663-3-41
CAS: 82652-17-3
Molecule Weight: 216.23
Formula: C9H9FO3S
PN: 6663-1-0E
CAS: 3708-04-1
Molecule Weight: 198.24
Formula: C9H10O3S
PN: 6665-3-13
CAS: 82652-12-8
Molecule Weight: 216.23
Formula: C9H9FO3S
PN: 6663-5-05
CAS: 24437-48-7
Molecule Weight: 232.68
Formula: C9H9ClO3S
![1-[4-(Trifluoromethyl)benzoyl]dimethylsulfone](data:image/png;base64,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)
PN: 6865-3-04
CAS: 386715-52-2
Molecule Weight: 266.23
Formula: C10H9F3O3S
PN: 8668-3-X0
CAS: 43045-16-5
Molecule Weight: 195.21
Formula: C9H6FNOS
TSCA: Not listed on TSCA inventory