| Product Number | 4H15-3-16 |
| Purity | 96 % |
| CAS | 887576-98-9 |
| MDL Number | MFCD03840715 |
| Molecular Formula | C9H5F3N2O2 |
| Molecular Weight | 230.146 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-3-16
CAS: 887576-98-9
Molecule Weight: 230.146
Formula: C9H5F3N2O2
PN: 4H23-3-40
CAS: 877773-17-6
Molecule Weight: 244.173
Formula: C10H7F3N2O2
PN: 4H15-3-25
CAS: 885271-90-9
Molecule Weight: 214.147
Formula: C9H5F3N2O
PN: 4H21-1-14
CAS: 885519-90-4
Molecule Weight: 190.158
Formula: C9H6N2O3
PN: 4H21-1-XL
CAS: 4498-67-3
Molecule Weight: 162.148
Formula: C8H6N2O2
![5-Trifluoromethyl-pyrazolo[1,5-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-2E
CAS: 876379-73-6
Molecule Weight: 230.146
Formula: C9H5F3N2O2
PN: 4H21-1-JS
CAS: 1201-24-7
Molecule Weight: 176.175
Formula: C9H8N2O2
PN: 4H21-3-79
CAS: 959236-70-5
Molecule Weight: 230.146
Formula: C9H5F3N2O2
TSCA: Not listed on TSCA inventory