| Product Number | 2623-3-55 |
| Synonyms | 1-(Acetyloxy)ethyl 2-(3-fluoro-4-phenylphenyl)propanoate |
| Purity | 98 % |
| CAS | 91503-79-6 |
| MDL Number | MFCD00900049 |
| Molecular Formula | C19H19FO4 |
| Molecular Weight | 330.355 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2623-3-55
CAS: 91503-79-6
Molecule Weight: 330.355
Formula: C19H19FO4
![2-Fluoro-[1,1'-biphenyl]-4-(alpha-methyl)acetic acid](data:image/png;base64,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)
PN: 2721-3-Y4
CAS: 5104-49-4
Molecule Weight: 244.265
Formula: C15H13FO2
TSCA: Not listed on TSCA inventory