| Product Number | 4H23-3-Z3 |
| Purity | 97 % |
| CAS | 934570-41-9 |
| MDL Number | MFCD09702345 |
| Molecular Formula | C18H8F5NO2 |
| Molecular Weight | 365.259 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H23-3-Z3
CAS: 934570-41-9
Molecule Weight: 365.259
Formula: C18H8F5NO2
PN: 8H23-3-X5
CAS: 926921-59-7
Molecule Weight: 371.28
Formula: C16H6F5NO2S
![Pentafluorophenyl 4-[5-(trifluoromethyl)pyridin-2-yl]benzoate](data:image/png;base64,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)
PN: 4H23-3-W8
CAS: 910036-89-4
Molecule Weight: 433.257
Formula: C19H7F8NO2
PN: 4H23-3-Y7
CAS: 848347-44-4
Molecule Weight: 289.161
Formula: C12H4F5NO2
PN: 4H23-3-U1
CAS: 944450-77-5
Molecule Weight: 339.221
Formula: C16H6F5NO2
![Methyl 6-[4-(trifluoromethoxy)phenyl]nicotinate](data:image/png;base64,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)
PN: 4H58-3-W6
CAS: 851266-73-4
Molecule Weight: 297.233
Formula: C14H10F3NO3
PN: 4H23-3-W9
CAS: 946409-27-4
Molecule Weight: 367.235
Formula: C16H6F5N3O2
Melting Point: 113-115 ℃
TSCA: Not listed on TSCA inventory