| Product Number | 6762-5-Y1 |
| Synonyms | 4-(Chlorosulfonyl)cumene; 4-(Prop-2-yl)benzenesulfonyl chloride |
| CAS | 54997-90-9 |
| MDL Number | MFCD00041510 |
| Molecular Formula | C9H11ClO2S |
| Molecular Weight | 218.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6762-5-Y1
CAS: 54997-90-9
Molecule Weight: 218.7
Formula: C9H11ClO2S
PN: 6762-5-X9
CAS: 15084-51-2
Molecule Weight: 232.72
Formula: C10H13ClO2S
PN: 6762-5-0A
CAS: 167404-32-2
Molecule Weight: 216.68
Formula: C9H9ClO2S
PN: 6762-5-Y4
CAS: 16712-69-9
Molecule Weight: 204.67
Formula: C8H9ClO2S
PN: 6762-5-Y3
CAS: 146949-07-7
Molecule Weight: 218.7
Formula: C9H11ClO2S
![4-(Bicyclo[1.1.1]pentan-1-yl)benzenesulfonyl chloride](data:image/png;base64,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)
PN: 6762-5-19
CAS: 1674295-54-5
Molecule Weight: 242.72
Formula: C11H11ClO2S
PN: 6762-5-X5
CAS: 54997-92-1
Molecule Weight: 232.72
Formula: C10H13ClO2S
PN: 6762-5-X3
CAS: 56354-57-5
Molecule Weight: 258.76
Formula: C12H15ClO2S
Boiling Point: 142 ℃
Refractive Index: 1.539
Density: 1.22
DOT/IATA/IMDG: UN 3265 - HC 8 - PG II
Flash Point: >100 ℃
TSCA: Not listed on TSCA inventory
HTN: 2904.10.3200