![6-[3-(Trifluoromethyl)phenoxy]nicotinaldehyde](data:image/png;base64,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)
| Product Number | 4H15-3-02 |
| CAS | 338967-16-1 |
| MDL Number | MFCD00974920 |
| Molecular Formula | C13H8F3NO2 |
| Molecular Weight | 267.207 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-3-02
CAS: 338967-16-1
Molecule Weight: 267.207
Formula: C13H8F3NO2
![4-[5-(Trifluoromethyl)pyridin-2-yloxy]benzaldehyde](data:image/png;base64,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)
PN: 4H15-3-68
CAS: 103962-21-6
Molecule Weight: 267.207
Formula: C13H8F3NO2
![2-[3-(Trifluoromethyl)phenoxy]nicotinic acid](data:image/png;base64,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)
PN: 3H21-3-X0
CAS: 36701-89-0
Molecule Weight: 283.206
Formula: C13H8F3NO3
PN: 4H07-3-70
CAS: 105626-77-5
Molecule Weight: 239.197
Formula: C12H8F3NO
![4-{[5-(Trifluoromethyl)pyridin-2-yl]oxy}benzoic acid](data:image/png;base64,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)
PN: 4H56-3-V5
CAS: 773108-67-1
Molecule Weight: 283.206
Formula: C13H8F3NO3
![4-[5-(Trifluoromethyl)pyridin-2-yloxy]benzyl alcohol](data:image/png;base64,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)
PN: 4H07-3-72
CAS: 1031929-04-0
Molecule Weight: 269.223
Formula: C13H10F3NO2
PN: 4H37-3-X2
CAS: 175277-01-7
Molecule Weight: 264.207
Formula: C13H7F3N2O
Melting Point: 51-54 ℃
TSCA: Not listed on TSCA inventory
