| Product Number | 8669-3-47 |
| Synonyms | N-(4-Fluorobenzenesulfonyl)leucine |
| Purity | 97 % |
| CAS | 251097-25-3 |
| MDL Number | MFCD00172812 |
| Molecular Formula | C12H16FNO4S |
| Molecular Weight | 289.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8669-3-47
CAS: 251097-25-3
Molecule Weight: 289.32
Formula: C12H16FNO4S
PN: 8669-3-44
CAS: 250714-79-5
Molecule Weight: 275.29
Formula: C11H14FNO4S
PN: 8669-3-X3
CAS: 780-97-2
Molecule Weight: 247.24
Formula: C9H10FNO4S
![2-{[(4-Fluorophenyl)sulfonyl]amino}acetic acid](data:image/png;base64,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)
PN: 8669-3-00
CAS: 13029-71-5
Molecule Weight: 233.21
Formula: C8H8FNO4S
PN: 8669-3-09
CAS: 251096-96-5
Molecule Weight: 273.28
Formula: C11H12FNO4S
![4-Methyl-2-[3-(trifluoromethyl)benzenesulfonylamino]pentanoic acid](data:image/png;base64,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)
PN: 8869-3-16
CAS: 251097-65-1
Molecule Weight: 339.33
Formula: C13H16F3NO4S
![N-[(4-Fluorophenyl)sulfonyl]-N-methylglycine](data:image/png;base64,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)
PN: 8669-3-50
CAS: 287403-15-0
Molecule Weight: 247.24
Formula: C9H10FNO4S
PN: 8769-3-10
CAS: 40279-96-7
Molecule Weight: 323.34
Formula: C15H14FNO4S
Melting Point: 124-126 ℃
TSCA: Not listed on TSCA inventory