| Product Number | 4H56-7-4E |
| Synonyms | 2-[[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]oxy]ethanol |
| CAS | 95355-48-9 |
| MDL Number | MFCD10568241 |
| Molecular Formula | C8H7ClF3NO2 |
| Molecular Weight | 241.59 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-7-4E
CAS: 95355-48-9
Molecule Weight: 241.59
Formula: C8H7ClF3NO2
PN: 4H07-7-0A
CAS: 1379366-69-4
Molecule Weight: 225.6
Formula: C8H7ClF3NO
PN: 4H07-7-1E
CAS: 101456-71-7
Molecule Weight: 260.04
Formula: C8H6Cl2F3NO
![2-[[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]oxy]acetic acid](data:image/png;base64,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)
PN: 4H21-7-0T
CAS: 95355-49-0
Molecule Weight: 255.58
Formula: C8H5ClF3NO3
PN: 3H07-7-X0
CAS: 175136-17-1
Molecule Weight: 211.57
Formula: C7H5ClF3NO
![Ethyl 2-[[3-chloro-5-(trifluoromethyl)pyridin-2-yl]oxy]acetate](data:image/png;base64,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)
PN: 4H23-7-0D
CAS: 1299607-81-0
Molecule Weight: 283.63
Formula: C10H9ClF3NO3
![4-[3-Chloro-5-(trifluoromethyl)pyridin-2-yloxy]but-2-en-1-ol](data:image/png;base64,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)
PN: 4H01-7-01
CAS: 338772-77-3
Molecule Weight: 267.63
Formula: C10H9ClF3NO2
![N-(2-{[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]oxy}ethyl)acetamide](data:image/png;base64,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)
PN: 4H56-7-1V
CAS: 1610047-55-6
Molecule Weight: 282.65
Formula: C10H10ClF3N2O2
TSCA: Not listed on TSCA inventory