| Product Number | 8669-3-0J |
| CAS | 1534724-80-5 |
| MDL Number | MFCD21817646 |
| Molecular Formula | C9H10FNO4S |
| Molecular Weight | 247.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8669-3-0J
CAS: 1534724-80-5
Molecule Weight: 247.24
Formula: C9H10FNO4S
PN: 8669-3-82
CAS: 244606-37-9
Molecule Weight: 219.19
Formula: C7H6FNO4S
PN: 8669-3-0H
CAS: 1204574-95-7
Molecule Weight: 233.21
Formula: C8H8FNO4S
![4-[(Dipropylamino)sulfonyl]benzoic acid](data:image/png;base64,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)
PN: 8669-1-43
CAS: 57-66-9
Molecule Weight: 285.36
Formula: C13H19NO4S
TSCA: Not listed on TSCA inventory