| Product Number | 4658-3-X0 |
| CAS | 82317-82-6 |
| MDL Number | MFCD00672525 |
| Molecular Formula | C15H18F3NO4 |
| Molecular Weight | 333.307 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-3-X0
CAS: 82317-82-6
Molecule Weight: 333.307
Formula: C15H18F3NO4
PN: 4858-3-X0
CAS: 142995-31-1
Molecule Weight: 333.307
Formula: C15H18F3NO4
![3-[3,5-Bis(trifluoromethyl)phenyl]-2-tert-butoxycarbonylaminopropionic acid methyl ester](data:image/png;base64,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)
PN: 4858-3-09
CAS: 1207894-61-8
Molecule Weight: 415.332
Formula: C17H19F6NO4
PN: 4H58-1-356
CAS: 114873-14-2
Molecule Weight: 279.336
Formula: C15H21NO4
PN: 4758-1-55
CAS: 114873-06-2
Molecule Weight: 279.336
Formula: C15H21NO4
PN: 4658-3-Y0
CAS: 82317-83-7
Molecule Weight: 333.307
Formula: C15H18F3NO4
PN: 4858-3-Y6
CAS: 114873-07-3
Molecule Weight: 333.307
Formula: C15H18F3NO4
Melting Point: 135-138 ℃
TSCA: Not listed on TSCA inventory
