![Methyl 3-[4-(chlorosulfonyl)phenyl]propionate](data:image/png;base64,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)
| Product Number | 6662-5-0P |
| Purity | 97 % |
| CAS | 374537-95-8 |
| MDL Number | MFCD02093942 |
| Molecular Formula | C10H11ClO4S |
| Molecular Weight | 262.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6662-5-0P
CAS: 374537-95-8
Molecule Weight: 262.7
Formula: C10H11ClO4S
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: 6762-5-Z5
CAS: 22958-99-2
Molecule Weight: 234.65
Formula: C8H7ClO4S
PN: 6763-1-X4
CAS: 387350-46-1
Molecule Weight: 228.26
Formula: C10H12O4S
PN: 6762-5-Y4
CAS: 16712-69-9
Molecule Weight: 204.67
Formula: C8H9ClO2S
PN: 6762-5-X5
CAS: 54997-92-1
Molecule Weight: 232.72
Formula: C10H13ClO2S
Melting Point: 64-65 ℃
Boiling Point: 352 ℃
TSCA: Not listed on TSCA inventory