| Product Number | 6663-9-X5 |
| CAS | 856060-51-0 |
| MDL Number | MFCD20441890 |
| Molecular Formula | C10H13BrO2S |
| Molecular Weight | 277.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6663-9-X5
CAS: 856060-51-0
Molecule Weight: 277.18
Formula: C10H13BrO2S
PN: 6663-9-03
CAS: 26732-20-7
Molecule Weight: 249.12
Formula: C8H9BrO2S
PN: 8663-9-X0
CAS: 126891-45-0
Molecule Weight: 260.11
Formula: C8H6BrNO2S
![3-[(4-Bromophenyl)sulfonyl]-2-methylpropanoic acid](data:image/png;base64,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)
PN: 6663-9-X0
CAS: 1017674-08-6
Molecule Weight: 307.16
Formula: C10H11BrO4S
PN: 6663-9-10
CAS: 861113-45-3
Molecule Weight: 303.21
Formula: C12H15BrO2S
TSCA: Not listed on TSCA inventory
