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)
| Product Number | 2815-3-48 |
| Synonyms | 3-[3-(Trifluoromethyl)phenyl]propionaldehyde; 3-[3-(Trifluoromethyl)phenyl]propaldehyde; 3-(3-Oxoprop-1-yl)benzotrifluoride |
| CAS | 21172-41-8 |
| MDL Number | MFCD07772918 |
| Molecular Formula | C10H9F3O |
| Molecular Weight | 202.176 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2815-3-48
CAS: 21172-41-8
Molecule Weight: 202.176
Formula: C10H9F3O
![3-[3-(Trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-33
CAS: 585-50-2
Molecule Weight: 218.175
Formula: C10H9F3O2
![3-[3-Methyl-5-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-67
CAS: 1092460-65-5
Molecule Weight: 232.202
Formula: C11H11F3O2
![3-{[3-(Trifluoromethyl)phenyl]methyl}pentane-2,4-dione](data:image/png;base64,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)
PN: 2818-3-00
CAS: 691406-19-6
Molecule Weight: 258.24
Formula: C13H13F3O2
![3-[3,5-Bis(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-1T
CAS: 181772-16-7
Molecule Weight: 286.173
Formula: C11H8F6O2
![3-[3-(Trifluoromethyl)phenyl]propan-1-ol](data:image/png;base64,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)
PN: 2801-3-Y1
CAS: 78573-45-2
Molecule Weight: 204.192
Formula: C10H11F3O
PN: 2817-3-65
CAS: 21906-39-8
Molecule Weight: 202.176
Formula: C10H9F3O
PN: 2817-3-13
CAS: 1533-03-5
Molecule Weight: 202.176
Formula: C10H9F3O
TSCA: Not listed on TSCA inventory