| Product Number | 2621-3-1B |
| Synonyms | 3-(4,5-Difluoro-2-methoxyphenyl)propanoic acid |
| CAS | 1092460-69-9 |
| MDL Number | MFCD09999478 |
| Molecular Formula | C10H10F2O3 |
| Molecular Weight | 216.184 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-3-1B
CAS: 1092460-69-9
Molecule Weight: 216.184
Formula: C10H10F2O3
PN: 2621-3-1D
CAS: 900021-53-6
Molecule Weight: 198.193
Formula: C10H11FO3
PN: 2621-3-97
CAS: 1092460-64-4
Molecule Weight: 216.184
Formula: C10H10F2O3
PN: 2621-3-1A
CAS: 1092460-70-2
Molecule Weight: 198.193
Formula: C10H11FO3
PN: 4657-3-53
CAS: 603105-80-2
Molecule Weight: 213.208
Formula: C10H12FNO3
![3-[5-Fluoro-2-(trifluoromethoxy)phenyl]propionic acid](data:image/png;base64,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)
PN: 2621-3-1P
CAS: 1261554-07-7
Molecule Weight: 252.165
Formula: C10H8F4O3
PN: 4657-3-50
CAS: 1256482-65-1
Molecule Weight: 213.208
Formula: C10H12FNO3
PN: 4H57-3-0C
CAS:
Molecule Weight: 267.18
Formula: C10H9F4NO3
TSCA: Not listed on TSCA inventory