| Product Number | 4H23-3-40 |
| Synonyms | 6-(Trifluoromethyl)-1H-indazole-3-carboxylic acid methyl ester |
| Purity | 96 % |
| CAS | 877773-17-6 |
| MDL Number | MFCD09878903 |
| Molecular Formula | C10H7F3N2O2 |
| Molecular Weight | 244.173 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H23-3-40
CAS: 877773-17-6
Molecule Weight: 244.173
Formula: C10H7F3N2O2
PN: 4H15-3-16
CAS: 887576-98-9
Molecule Weight: 230.146
Formula: C9H5F3N2O2
PN: 4H15-3-25
CAS: 885271-90-9
Molecule Weight: 214.147
Formula: C9H5F3N2O
PN: 4H58-1-BA
CAS: 43120-28-1
Molecule Weight: 176.175
Formula: C9H8N2O2
PN: 4H58-1-VQ
CAS: 1788041-62-2
Molecule Weight: 248.238
Formula: C12H12N2O4
PN: 4H23-1-3T
CAS: 4498-68-4
Molecule Weight: 190.202
Formula: C10H10N2O2
![Ethyl 5-(trifluoromethyl)pyrazolo[1,5-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-3-1E
CAS:
Molecule Weight: 258.2
Formula: C11H9F3N2O2
PN: 4H21-1-14
CAS: 885519-90-4
Molecule Weight: 190.158
Formula: C9H6N2O3
Melting Point: 240-242 ℃
TSCA: Not listed on TSCA inventory