| Product Number | 4H56-3-0W |
| Synonyms | 2-Propyl-8-(trifluoromethyl)quinolin-4-ol |
| CAS | 948291-55-2 |
| MDL Number | MFCD07644558 |
| Molecular Formula | C13H12F3NO |
| Molecular Weight | 255.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![3-[8-(Trifluoromethyl)quinolin-2-yl]propanoic acid](data:image/png;base64,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)
PN: 4H21-3-2G
CAS: 1267540-14-6
Molecule Weight: 269.223
Formula: C13H10F3NO2
PN: 3H32-7-4Y
CAS: 1204997-01-2
Molecule Weight: 273.68
Formula: C13H11ClF3N
PN: 4H56-3-0W
CAS: 948291-55-2
Molecule Weight: 255.24
Formula: C13H12F3NO
TSCA: Not listed on TSCA inventory