| Product Number | 2921-3-22 |
| Synonyms | 3-(3,5-Difluoro-2-methoxyphenyl)prop-2-enoic acid |
| CAS | 1092460-61-1 |
| MDL Number | MFCD09999480 |
| Molecular Formula | C10H8F2O3 |
| Molecular Weight | 214.168 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2921-3-22
CAS: 1092460-61-1
Molecule Weight: 214.168
Formula: C10H8F2O3
PN: 2921-3-43
CAS: 157518-45-1
Molecule Weight: 196.177
Formula: C10H9FO3
PN: 2921-3-29
CAS: 1092460-67-7
Molecule Weight: 196.177
Formula: C10H9FO3
PN: 2921-3-36
CAS: 886499-69-0
Molecule Weight: 214.168
Formula: C10H8F2O3
PN: 2921-3-78
CAS: 1092460-94-0
Molecule Weight: 250.149
Formula: C10H6F4O3
PN: 2921-3-27
CAS: 105219-43-0
Molecule Weight: 214.168
Formula: C10H8F2O3
PN: 2921-3-31
CAS: 713-85-9
Molecule Weight: 196.177
Formula: C10H9FO3
![3-[2-(4-Fluorophenoxy)phenyl]acrylic acid](data:image/png;base64,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)
PN: 2921-3-84
CAS: 338393-64-9
Molecule Weight: 258.248
Formula: C15H11FO3
TSCA: Not listed on TSCA inventory
HTN: 2918.99.4300