![3-(4-Hydroxyphenyl)-2-[4-(trifluoromethoxy)benzoylamino]propanoic acid](data:image/png;base64,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)
| Product Number | 4758-3-00 |
| Synonyms | N-[4-(Trifluoromethoxy)benzoyl]-DL-tyrosine |
| CAS | 1008918-81-7 |
| MDL Number | MFCD08493991 |
| Molecular Formula | C17H14F3NO5 |
| Molecular Weight | 369.296 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4758-3-00
CAS: 1008918-81-7
Molecule Weight: 369.296
Formula: C17H14F3NO5
PN: 4658-1-S00
CAS: 3483-82-7
Molecule Weight: 313.353
Formula: C18H19NO4
PN: 4H21-1-BZ
CAS: 96017-10-6
Molecule Weight: 281.311
Formula: C17H15NO3
PN: 4658-3-36
CAS: 1207894-55-0
Molecule Weight: 319.28
Formula: C14H16F3NO4
TSCA: Not listed on TSCA inventory