| Product Number | 6663-1-X6 |
| Purity | 98 % |
| CAS | 5000-44-2 |
| MDL Number | MFCD00047794 |
| Molecular Formula | C9H10O3S |
| Molecular Weight | 198.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6663-5-01
CAS: 5000-48-6
Molecule Weight: 232.68
Formula: C9H9ClO3S
PN: 6763-5-00
CAS: 57122-47-1
Molecule Weight: 246.71
Formula: C10H11ClO3S
![1-[(3-Chlorophenyl)sulfonyl]acetone](data:image/png;base64,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)
PN: 6663-5-20
CAS: 1018523-99-3
Molecule Weight: 232.68
Formula: C9H9ClO3S
PN: 6763-1-03
CAS: 101268-22-8
Molecule Weight: 254.34
Formula: C13H18O3S
PN: 8663-5-08
CAS: 98510-51-1
Molecule Weight: 235.73
Formula: C9H14ClNO2S
PN: 6663-5-X3
CAS: 207974-06-9
Molecule Weight: 274.76
Formula: C12H15ClO3S
Melting Point: 54-57 ℃
TSCA: Not listed on TSCA inventory
HTN: 2914.70.4000
