| Product Number | 6763-1-X4 |
| Purity | 98 % |
| CAS | 387350-46-1 |
| MDL Number | MFCD01319236 |
| 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: 6763-1-X4
CAS: 387350-46-1
Molecule Weight: 228.26
Formula: C10H12O4S
![3-[4-(Methylthio)phenyl]propionic acid](data:image/png;base64,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)
PN: 6766-1-02
CAS: 138485-81-1
Molecule Weight: 196.26
Formula: C10H12O2S
PN: 6762-5-07
CAS: 63545-54-0
Molecule Weight: 248.68
Formula: C9H9ClO4S
![3-[4-(Sulfamoyl)phenyl]propanoic acid](data:image/png;base64,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)
PN: 8769-1-00
CAS: 90610-69-8
Molecule Weight: 229.25
Formula: C9H11NO4S
PN: 6763-1-05
CAS: 90536-66-6
Molecule Weight: 214.24
Formula: C9H10O4S
PN: 6661-1-0B
CAS: 63545-55-1
Molecule Weight: 182.24
Formula: C9H10O2S
![Methyl 3-[4-(chlorosulfonyl)phenyl]propionate](data:image/png;base64,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)
PN: 6662-5-0P
CAS: 374537-95-8
Molecule Weight: 262.7
Formula: C10H11ClO4S
PN: 8663-1-X1
CAS: 25025-07-4
Molecule Weight: 195.24
Formula: C9H9NO2S
Melting Point: 170-172 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2916.39.7900