| Product Number | 4857-3-05 |
| Synonyms | 2-Amino-3-[2,4-bis(trifluoromethyl)phenyl]propanoic acid |
| Purity | 98 % |
| CAS | 237076-67-4 |
| MDL Number | MFCD00061306 |
| Molecular Formula | C11H9F6NO2 |
| Molecular Weight | 301.188 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4857-3-05
CAS: 237076-67-4
Molecule Weight: 301.188
Formula: C11H9F6NO2
PN: 4857-3-02
CAS: 3832-73-3
Molecule Weight: 233.19
Formula: C10H10F3NO2
PN: 4857-3-22
CAS: 119009-47-1
Molecule Weight: 233.19
Formula: C10H10F3NO2
PN: 4857-3-D2
CAS: 130930-49-3
Molecule Weight: 233.19
Formula: C10H10F3NO2
PN: 4857-3-06
CAS: 1260002-85-4
Molecule Weight: 301.188
Formula: C11H9F6NO2
PN: 4857-3-27
CAS: 1256482-64-0
Molecule Weight: 247.217
Formula: C11H12F3NO2
![3-[2,4-Bis(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-54
CAS: 1092460-63-3
Molecule Weight: 286.173
Formula: C11H8F6O2
PN: 4857-3-11
CAS: 1260004-91-8
Molecule Weight: 247.217
Formula: C11H12F3NO2
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory