![3-[2-Methoxy-3-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
| Product Number | 2821-3-59 |
| Synonyms | 3-[2-Methoxy-3-(trifluoromethyl)phenyl]propanoic acid |
| CAS | 1092460-73-5 |
| MDL Number | MFCD11519319 |
| Molecular Formula | C11H11F3O3 |
| Molecular Weight | 248.201 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2821-3-59
CAS: 1092460-73-5
Molecule Weight: 248.201
Formula: C11H11F3O3
![3-[2-Methoxy-5-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-60
CAS: 1017779-11-1
Molecule Weight: 248.201
Formula: C11H11F3O3
![3-[4-Methoxy-3-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-72
CAS: 1005205-20-8
Molecule Weight: 248.201
Formula: C11H11F3O3
![3-[4-Ethoxy-3-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-68
CAS: 1206593-34-1
Molecule Weight: 262.228
Formula: C12H13F3O3
![3-[3-Methoxy-5-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-66
CAS: 881190-34-7
Molecule Weight: 248.201
Formula: C11H11F3O3
PN: 2721-1-38
CAS: 6342-77-4
Molecule Weight: 180.203
Formula: C10H12O3
![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
TSCA: Not listed on TSCA inventory