| Product Number | 4H48-3-48 |
| CAS | 231947-22-1 |
| MDL Number | MFCD00153639 |
| Molecular Formula | C12H9F3N2O |
| Molecular Weight | 254.212 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-3-48
CAS: 231947-22-1
Molecule Weight: 254.212
Formula: C12H9F3N2O
PN: 4H48-3-51
CAS: 507485-96-3
Molecule Weight: 236.222
Formula: C12H10F2N2O
PN: 4H48-7-12
CAS: 231947-23-2
Molecule Weight: 288.65
Formula: C12H8ClF3N2O
PN: 4H48-B-01
CAS: 231955-60-5
Molecule Weight: 333.108
Formula: C12H8BrF3N2O
PN: 4H17-3-X0
CAS: 198348-94-6
Molecule Weight: 254.212
Formula: C12H9F3N2O
PN: 4H54-3-46
CAS: 808764-35-4
Molecule Weight: 299.209
Formula: C12H8F3N3O3
![3-[5-Phenyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanenitrile](data:image/png;base64,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)
PN: 3H37-3-1N
CAS: 1006334-26-4
Molecule Weight: 265.239
Formula: C13H10F3N3
PN: 4H17-7-16
CAS: 1017793-56-4
Molecule Weight: 288.65
Formula: C12H8ClF3N2O
Melting Point: 77 ℃
TSCA: Not listed on TSCA inventory