| Product Number | 2921-3-75 |
| Synonyms | 3-[4-Methoxy-3-(trifluoromethoxy)phenyl]prop-2-enoic acid |
| CAS | 1262018-46-1 |
| MDL Number | MFCD18398503 |
| Molecular Formula | C11H9F3O4 |
| Molecular Weight | 262.184 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2921-3-75
CAS: 1262018-46-1
Molecule Weight: 262.184
Formula: C11H9F3O4
PN: 2921-3-69
CAS: 324579-78-4
Molecule Weight: 244.194
Formula: C11H10F2O4
![(2E)-3-[4-(Difluoromethoxy)-3-ethoxyphenyl]prop-2-enoic acid](data:image/png;base64,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)
PN: 2921-3-2E
CAS: 757220-57-8
Molecule Weight: 258.221
Formula: C12H12F2O4
PN: 2921-3-63
CAS: 168833-80-5
Molecule Weight: 232.158
Formula: C10H7F3O3
PN: 2921-3-62
CAS: 630424-87-2
Molecule Weight: 214.168
Formula: C10H8F2O3
PN: 2921-3-60
CAS: 1262019-25-9
Molecule Weight: 246.185
Formula: C11H9F3O3
PN: 2921-1-X8
CAS: 14737-89-4
Molecule Weight: 208.213
Formula: C11H12O4
PN: 2H21-3-03
CAS: 387350-55-2
Molecule Weight: 228.151
Formula: C10H6F2O4
TSCA: Not listed on TSCA inventory
HTN: 2918.99.4300