| Product Number | 2621-3-5Q |
| CAS | 327107-49-3 |
| MDL Number | MFCD03426493 |
| Molecular Formula | C14H11FO2 |
| Molecular Weight | 230.238 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-3-5Q
CAS: 327107-49-3
Molecule Weight: 230.238
Formula: C14H11FO2
![2-(4'-Fluoro-[1,1'-biphenyl]-4-yl)acetic acid](data:image/png;base64,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)
PN: 2621-3-0W
CAS: 6908-38-9
Molecule Weight: 230.238
Formula: C14H11FO2
PN: 2721-3-47
CAS: 1000544-58-0
Molecule Weight: 182.194
Formula: C10H11FO2
PN: 2721-3-48
CAS: 1000520-92-2
Molecule Weight: 168.167
Formula: C9H9FO2
PN: 2721-3-40
CAS: 203314-27-6
Molecule Weight: 168.167
Formula: C9H9FO2
TSCA: Not listed on TSCA inventory