| Product Number | 2621-7-27 |
| Synonyms | 2-[3-Chloro-5-(trifluoromethoxy)phenyl]acetic acid |
| CAS | 433938-70-6 |
| MDL Number | MFCD06660313 |
| Molecular Formula | C9H6ClF3O3 |
| Molecular Weight | 254.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-7-27
CAS: 433938-70-6
Molecule Weight: 254.59
Formula: C9H6ClF3O3
PN: 2621-7-69
CAS: 1706430-35-4
Molecule Weight: 289.03
Formula: C9H5Cl2F3O3
PN: 2721-3-53
CAS: 203302-97-0
Molecule Weight: 220.147
Formula: C9H7F3O3
PN: 2621-7-29
CAS: 886501-02-6
Molecule Weight: 254.59
Formula: C9H6ClF3O3
PN: 2721-3-U0
CAS: 262587-06-4
Molecule Weight: 202.157
Formula: C9H8F2O3
PN: 2721-3-50
CAS: 1261573-69-6
Molecule Weight: 234.174
Formula: C10H9F3O3
![3-[3-Chloro-5-(trifluoromethoxy)phenyl]propionic acid](data:image/png;base64,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)
PN: 2621-7-39
CAS: 916420-74-1
Molecule Weight: 268.62
Formula: C10H8ClF3O3
PN: 4637-7-14
CAS: 433938-69-3
Molecule Weight: 235.59
Formula: C9H5ClF3NO
Melting Point: 42-44 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory