| Product Number | 4H58-3-AB |
| Purity | 95 % |
| CAS | 481065-92-3 |
| MDL Number | MFCD03074319 |
| Molecular Formula | C6H5F3N2O2 |
| Molecular Weight | 194.113 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-3-AB
CAS: 481065-92-3
Molecule Weight: 194.113
Formula: C6H5F3N2O2
PN: 4H21-3-7C
CAS: 1004643-70-2
Molecule Weight: 208.14
Formula: C7H7F3N2O2
PN: 4H21-7-1R
CAS: 1001519-38-5
Molecule Weight: 228.56
Formula: C6H4ClF3N2O2
PN: 4H21-3-3R
CAS: 128694-63-3
Molecule Weight: 194.113
Formula: C6H5F3N2O2
PN: 4H21-B-1G
CAS: 497833-03-1
Molecule Weight: 273.009
Formula: C6H4BrF3N2O2
PN: 4H23-3-4B
CAS: 852228-09-2
Molecule Weight: 222.167
Formula: C8H9F3N2O2
![[1-Methyl-5-(trifluoromethyl)-1H-pyrazol-3-yl]methanol](data:image/png;base64,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)
PN: 4H01-3-35
CAS: 1260659-13-9
Molecule Weight: 180.13
Formula: C6H7F3N2O
PN: 4H15-3-1W
CAS: 1557546-42-5
Molecule Weight: 178.114
Formula: C6H5F3N2O
TSCA: Not listed on TSCA inventory