| Product Number | 2821-3-1K |
| CAS | 68718-08-1 |
| MDL Number | MFCD11036891 |
| Molecular Formula | C10H9F3O2 |
| Molecular Weight | 218.175 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2821-3-1K
CAS: 68718-08-1
Molecule Weight: 218.175
Formula: C10H9F3O2
![2-[3,5-Bis(trifluoromethyl)phenyl]propanoic acid](data:image/png;base64,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)
PN: 2821-3-1L
CAS: 289686-73-3
Molecule Weight: 286.173
Formula: C11H8F6O2
PN: 2821-3-13
CAS: 351-35-9
Molecule Weight: 204.148
Formula: C9H7F3O2
PN: 2821-3-0E
CAS: 1214352-00-7
Molecule Weight: 218.175
Formula: C10H9F3O2
PN: 2821-3-18
CAS: 85068-33-3
Molecule Weight: 272.146
Formula: C10H6F6O2
![1-[3-(Trifluoromethyl)phenyl]cyclopropanecarboxylic acid](data:image/png;base64,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)
PN: 2821-3-1E
CAS: 104173-41-3
Molecule Weight: 230.186
Formula: C11H9F3O2
PN: 2821-3-41
CAS: 1000546-18-8
Molecule Weight: 218.175
Formula: C10H9F3O2
PN: 2821-3-45
CAS: 1000517-01-0
Molecule Weight: 218.175
Formula: C10H9F3O2
TSCA: Not listed on TSCA inventory