| Product Number | 6662-5-0N |
| Synonyms | (4-Chlorosulfonylphenyl) 2,2-dimethylpropanoate |
| Purity | 95 % |
| CAS | 150374-99-5 |
| MDL Number | MFCD08274725 |
| Molecular Formula | C11H13ClO4S |
| Molecular Weight | 276.73 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6662-5-0N
CAS: 150374-99-5
Molecule Weight: 276.73
Formula: C11H13ClO4S
PN: 6662-5-10
CAS: 1138-56-3
Molecule Weight: 248.72
Formula: C10H13ClO3S
PN: 6164-1-25
CAS: 188114-91-2
Molecule Weight: 280.27
Formula: C11H13NaO5S
PN: 6662-5-36
CAS: 1132-17-8
Molecule Weight: 220.67
Formula: C8H9ClO3S
PN: 6662-5-0E
CAS: 204072-53-7
Molecule Weight: 250.69
Formula: C9H11ClO4S
PN: 6662-5-43
CAS: 17641-39-3
Molecule Weight: 250.65
Formula: C8H7ClO5S
![4-({4-[(3-Chloro-2,2-dimethylpropanoyl)oxy]phenyl}sulfonyl)phenyl 3-chloro-2,2-dimethylpropanoate](data:image/png;base64,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)
PN: 6663-5-09
CAS: 245082-91-1
Molecule Weight: 487.39
Formula: C22H24Cl2O6S
TSCA: Not listed on TSCA inventory