| Product Number | 6663-1-04 |
| Purity | 97 % |
| CAS | 50899-03-1 |
| MDL Number | MFCD09264545 |
| Molecular Formula | C9H10O3S |
| Molecular Weight | 198.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6663-1-04
CAS: 50899-03-1
Molecule Weight: 198.24
Formula: C9H10O3S
PN: 6663-1-12
CAS: 99186-50-2
Molecule Weight: 212.26
Formula: C10H12O3S
PN: 6666-1-X2
CAS: 5398-77-6
Molecule Weight: 184.21
Formula: C8H8O3S
PN: 6663-1-Z2
CAS: 66-39-7
Molecule Weight: 246.28
Formula: C13H10O3S
PN: 8763-1-X0
CAS: 5697-44-9
Molecule Weight: 195.24
Formula: C9H9NO2S
PN: 6663-1-X7
CAS: 10297-73-1
Molecule Weight: 198.24
Formula: C9H10O3S
PN: 8763-5-05
CAS: 1093405-12-9
Molecule Weight: 235.73
Formula: C9H14ClNO2S
![1-[(2-Chloroethyl)sulfonyl]-4-methylbenzene](data:image/png;base64,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)
PN: 6763-5-03
CAS: 22381-53-9
Molecule Weight: 218.7
Formula: C9H11ClO2S
Melting Point: 108-110 ℃
Hazard Statement: H302-H315-H319-H335
TSCA: Not listed on TSCA inventory