| Product Number | 4758-1-17 |
| Synonyms | (S)-N-acetyl-3,4-dimethylphenylalanine |
| CAS | 312916-35-1 |
| MDL Number | MFCD03094601 |
| Molecular Formula | C13H17NO3 |
| Molecular Weight | 235.283 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4758-1-17
CAS: 312916-35-1
Molecule Weight: 235.283
Formula: C13H17NO3
PN: 4858-3-11
CAS: 82337-57-3
Molecule Weight: 275.227
Formula: C12H12F3NO3
PN: 4758-1-16
CAS: 37439-99-9
Molecule Weight: 257.289
Formula: C15H15NO3
PN: 4858-3-10
CAS: 82337-58-4
Molecule Weight: 275.227
Formula: C12H12F3NO3
![(R)-2-[(2-Chloroacetyl)amino]-3-phenylpropanoic acid](data:image/png;base64,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)
PN: 4758-5-25
CAS: 137503-97-0
Molecule Weight: 241.67
Formula: C11H12ClNO3
![2-[(2-Chloroacetyl)amino]-3-phenylpropanoic acid](data:image/png;base64,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)
PN: 4658-5-31
CAS: 7765-11-9
Molecule Weight: 241.67
Formula: C11H12ClNO3
PN: 4158-3-X3
CAS: 17481-06-0
Molecule Weight: 225.219
Formula: C11H12FNO3
TSCA: Not listed on TSCA inventory
