![3-Amino-3-[3-(trifluoromethyl)phenyl]propanoic acid](data:image/png;base64,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)
| Product Number | 4857-3-75 |
| Synonyms | 3-(1-Amino-2-carboxyethyl)benzotrifluoride; 3-Amino-3-[3-(trifluoromethyl)phenyl]propionic acid |
| CAS | 143438-91-9 |
| MDL Number | MFCD02653329 |
| Molecular Formula | C10H10F3NO2 |
| Molecular Weight | 233.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4857-3-75
CAS: 143438-91-9
Molecule Weight: 233.19
Formula: C10H10F3NO2
![Methyl 3-amino-3-[3-(trifluoromethyl)phenyl]propanoate](data:image/png;base64,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)
PN: 4858-3-18
CAS: 1354951-67-9
Molecule Weight: 247.217
Formula: C11H12F3NO2
![3-Amino-3-[3-(trifluoromethyl)phenyl]propan-1-ol](data:image/png;base64,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)
PN: 4830-3-00
CAS: 683221-00-3
Molecule Weight: 219.207
Formula: C10H12F3NO
![1-[3-(Trifluoromethyl)phenyl]propylamine](data:image/png;base64,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)
PN: 3830-3-83
CAS: 473732-59-1
Molecule Weight: 203.208
Formula: C10H12F3N
![3-[3-(Trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-33
CAS: 585-50-2
Molecule Weight: 218.175
Formula: C10H9F3O2
![3-[3-Methyl-5-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-67
CAS: 1092460-65-5
Molecule Weight: 232.202
Formula: C11H11F3O2
PN: 4730-1-R0
CAS: 748128-33-8
Molecule Weight: 179.219
Formula: C10H13NO2
PN: 4730-1-S0
CAS: 701907-44-0
Molecule Weight: 179.219
Formula: C10H13NO2
Melting Point: 210-212 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory