| Product Number | 2663-1-X1 |
| Synonyms | [(2-Ethoxy-2-oxoethyl)sulfonyl]benzene |
| CAS | 7605-30-3 |
| MDL Number | MFCD00025041 |
| Molecular Formula | C10H12O4S |
| Molecular Weight | 228.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2663-1-X1
CAS: 7605-30-3
Molecule Weight: 228.26
Formula: C10H12O4S
![Ethyl [(4-chlorophenyl)sulfonyl]acetate](data:image/png;base64,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)
PN: 6663-5-11
CAS: 3636-65-5
Molecule Weight: 262.7
Formula: C10H11ClO4S
PN: 6665-1-08
CAS: 14090-83-6
Molecule Weight: 198.24
Formula: C9H10O3S
![tert-Butyl 2-[(4-chlorophenyl)sulfonyl]-2-methylpropanoate](data:image/png;base64,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)
PN: 6663-5-10
CAS: 175135-88-3
Molecule Weight: 318.81
Formula: C14H19ClO4S
Melting Point: 44 ℃
Boiling Point: 135 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090
EINECS: 231-516-6
