| Product Number | 4948-3-04 |
| Synonyms | 3-[4-(trifluoromethyl)phenyl]prop-2-enamide |
| Purity | 98 % |
| CAS | 115093-99-7 |
| MDL Number | MFCD03092988 |
| Molecular Formula | C10H8F3NO |
| Molecular Weight | 215.175 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 100 g | 150 | In Stock | |
| 250 g | 295 | In Stock | |
| 1 kg | 995 | In Stock | |
| 5 kg | 3495 | In Stock | |
| Bulk | Contact for Price | In Stock |
PN: 4948-3-04
CAS: 115093-99-7
Molecule Weight: 215.175
Formula: C10H8F3NO
PN: 2915-3-14
CAS: 41917-83-3
Molecule Weight: 200.16
Formula: C10H7F3O
![1-[4-(Trifluoromethyl)phenyl]but-1-en-3-one](data:image/png;base64,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)
PN: 2917-3-X0
CAS: 80992-93-4
Molecule Weight: 214.187
Formula: C11H9F3O
PN: 2921-3-54
CAS: 16642-92-5
Molecule Weight: 216.159
Formula: C10H7F3O2
Boiling Point: 186-188 ℃
Density: 1.3
TSCA: Not listed on TSCA inventory
