![1-[3-(Trifluoromethyl)phenyl]propane-1,2-dione](data:image/png;base64,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)
| Product Number | 2818-3-X1 |
| Synonyms | 2-Oxo-3'-(trifluoromethyl)propiophenone |
| Purity | 97 % |
| CAS | 10557-15-0 |
| MDL Number | MFCD01941304 |
| Molecular Formula | C10H7F3O2 |
| Molecular Weight | 216.159 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2818-3-X1
CAS: 10557-15-0
Molecule Weight: 216.159
Formula: C10H7F3O2
PN: 2817-3-13
CAS: 1533-03-5
Molecule Weight: 202.176
Formula: C10H9F3O
PN: 2817-3-65
CAS: 21906-39-8
Molecule Weight: 202.176
Formula: C10H9F3O
PN: 2817-3-18
CAS: 85068-34-4
Molecule Weight: 270.174
Formula: C11H8F6O
PN: 2820-3-X3
CAS: 38923-38-5
Molecule Weight: 220.147
Formula: C9H7F3O3
![4-{2-Oxo-2-[3-(trifluoromethyl)phenyl]ethyl}benzonitrile](data:image/png;base64,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)
PN: 4837-3-28
CAS: 146653-56-7
Molecule Weight: 289.257
Formula: C16H10F3NO
PN: 4837-3-X2
CAS: 27328-86-5
Molecule Weight: 213.159
Formula: C10H6F3NO
PN: 4837-3-X9
CAS: 267880-81-9
Molecule Weight: 281.157
Formula: C11H5F6NO
Melting Point: 25-26 ℃
Boiling Point: 80 ℃
TSCA: Not listed on TSCA inventory