| Product Number | 2823-3-23 |
| Purity | 98 % |
| CAS | 78950-34-2 |
| MDL Number | MFCD01861206 |
| Molecular Formula | C9H7F3O2 |
| Molecular Weight | 204.148 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2823-3-23
CAS: 78950-34-2
Molecule Weight: 204.148
Formula: C9H7F3O2
PN: 4837-3-X3
CAS: 2145-31-5
Molecule Weight: 201.148
Formula: C9H6F3NO
![[3-(Trifluoromethyl)phenoxy]acetic acid](data:image/png;base64,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)
PN: 2821-3-15
CAS: 349-82-6
Molecule Weight: 220.147
Formula: C9H7F3O3
PN: 2807-B-32
CAS: 18800-39-0
Molecule Weight: 269.061
Formula: C9H8BrF3O
PN: 2823-3-24
CAS: 78950-29-5
Molecule Weight: 204.148
Formula: C9H7F3O2
![2-[3-(Trifluoromethyl)phenoxy]ethan-1-amine hydrochloride](data:image/png;base64,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)
PN: 4630-7-0A
CAS: 104774-96-1
Molecule Weight: 241.64
Formula: C9H11ClF3NO
![4-[3-(Trifluoromethyl)phenoxy]butanoic acid](data:image/png;base64,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)
PN: 2821-3-0Z
CAS: 87411-31-2
Molecule Weight: 248.201
Formula: C11H11F3O3
TSCA: Not listed on TSCA inventory
HTN: 2916.39.4600
