| Product Number | 4H15-1-Y9 |
| Synonyms | 1-(4-Formylphenyl)-1H-pyrazole |
| Purity | 97 % |
| CAS | 99662-34-7 |
| MDL Number | MFCD02681938 |
| Molecular Formula | C10H8N2O |
| Molecular Weight | 172.187 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H15-1-Y9
CAS: 99662-34-7
Molecule Weight: 172.187
Formula: C10H8N2O
PN: 4H17-1-7X
CAS: 25699-98-3
Molecule Weight: 186.214
Formula: C11H10N2O
PN: 4H21-1-F8
CAS: 16209-00-0
Molecule Weight: 188.186
Formula: C10H8N2O2
PN: 4H16-5-W1
CAS: 220461-83-6
Molecule Weight: 206.63
Formula: C10H7ClN2O
![[4-(1H-Pyrazol-1-yl)phenyl]methylamine](data:image/png;base64,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)
PN: 3H30-1-W2
CAS: 368870-03-5
Molecule Weight: 173.219
Formula: C10H11N3
PN: 4H15-1-2Q
CAS: 1015845-89-2
Molecule Weight: 186.214
Formula: C11H10N2O
PN: 4H01-1-U8
CAS: 143426-49-7
Molecule Weight: 174.203
Formula: C10H10N2O
Melting Point: 82-83 ℃
TSCA: Not listed on TSCA inventory
