| Product Number | 6762-5-Z5 |
| Synonyms | 4-(Carboxymethyl)benzenesulfonyl chloride |
| CAS | 22958-99-2 |
| MDL Number | MFCD03094677 |
| Molecular Formula | C8H7ClO4S |
| Molecular Weight | 234.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6762-5-Z5
CAS: 22958-99-2
Molecule Weight: 234.65
Formula: C8H7ClO4S
PN: 6762-5-Y4
CAS: 16712-69-9
Molecule Weight: 204.67
Formula: C8H9ClO2S
PN: 6762-5-07
CAS: 63545-54-0
Molecule Weight: 248.68
Formula: C9H9ClO4S
PN: 6762-5-Y3
CAS: 146949-07-7
Molecule Weight: 218.7
Formula: C9H11ClO2S
PN: 6662-5-05
CAS: 1788-10-9
Molecule Weight: 218.65
Formula: C8H7ClO3S
![Methyl 1-[4-(chlorosulfonyl)phenyl]cyclobutanecarboxylate](data:image/png;base64,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)
PN: 6662-5-45
CAS: 2407349-26-0
Molecule Weight: 288.74
Formula: C12H13ClO4S
PN: 6763-1-05
CAS: 90536-66-6
Molecule Weight: 214.24
Formula: C9H10O4S
PN: 6762-5-Y1
CAS: 54997-90-9
Molecule Weight: 218.7
Formula: C9H11ClO2S
Melting Point: 125-136 ℃
DOT/IATA/IMDG: UN 3261 - HC 8 - PG III
TSCA: Not listed on TSCA inventory
HTN: 2904.10.3200