| Product Number | 4H21-3-79 |
| Purity | 97 % |
| CAS | 959236-70-5 |
| MDL Number | MFCD07378907 |
| Molecular Formula | C9H5F3N2O2 |
| Molecular Weight | 230.146 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-3-79
CAS: 959236-70-5
Molecule Weight: 230.146
Formula: C9H5F3N2O2
PN: 4H21-1-JS
CAS: 1201-24-7
Molecule Weight: 176.175
Formula: C9H8N2O2
PN: 4H56-1-AU
CAS: 898747-36-9
Molecule Weight: 220.184
Formula: C10H8N2O4
PN: 4H15-1-8M
CAS: 1000340-51-1
Molecule Weight: 160.176
Formula: C9H8N2O
![4-(Trifluoromethyl)pyrazolo[1,5-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-3E
CAS:
Molecule Weight: 230.146
Formula: C9H5F3N2O2
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: 4H21-1-XL
CAS: 4498-67-3
Molecule Weight: 162.148
Formula: C8H6N2O2
TSCA: Not listed on TSCA inventory