| Product Number | 4H30-1-3K |
| Synonyms | 3-(3,5-Dimethoxyphenyl)-1H-pyrazol-5-amine |
| CAS | 569655-99-8 |
| MDL Number | MFCD08443954 |
| Molecular Formula | C11H13N3O2 |
| Molecular Weight | 219.244 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-1-3K
CAS: 569655-99-8
Molecule Weight: 219.244
Formula: C11H13N3O2
PN: 4H56-1-ZD
CAS: 208519-08-8
Molecule Weight: 219.244
Formula: C11H13N3O2
PN: 4H56-1-ZU
CAS: 144026-74-4
Molecule Weight: 174.203
Formula: C10H10N2O
PN: 4H30-1-3F
CAS: 19541-95-8
Molecule Weight: 189.218
Formula: C10H11N3O
PN: 4H56-1-ZF
CAS: 154257-70-2
Molecule Weight: 204.229
Formula: C11H12N2O2
![3-[3-(Trifluoromethoxy)phenyl]-1H-pyrazole](data:image/png;base64,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)
PN: 4H56-3-2Q
CAS: 149739-45-7
Molecule Weight: 228.174
Formula: C10H7F3N2O
Melting Point: 145-147 ℃
TSCA: Not listed on TSCA inventory