| Product Number | 2615-3-38 |
| Synonyms | 2-(4-Fluorophenyl)propanedial |
| Purity | 95.0 % |
| CAS | 493036-47-8 |
| MDL Number | MFCD02261897 |
| Molecular Formula | C9H7FO2 |
| Molecular Weight | 166.151 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2615-3-38
CAS: 493036-47-8
Molecule Weight: 166.151
Formula: C9H7FO2
PN: 2615-3-1N
CAS: 1736-67-0
Molecule Weight: 138.141
Formula: C8H7FO
PN: 2721-3-79
CAS: 75908-73-5
Molecule Weight: 168.167
Formula: C9H9FO2
PN: 2717-3-31
CAS: 1181631-88-8
Molecule Weight: 180.222
Formula: C11H13FO
PN: 2621-3-5Y
CAS: 93748-19-7
Molecule Weight: 182.194
Formula: C10H11FO2
![1-[1-(4-Fluorophenyl)cyclopropyl]ethanone](data:image/png;base64,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)
PN: 2717-3-30
CAS: 1017462-12-2
Molecule Weight: 178.206
Formula: C11H11FO
PN: 2615-3-95
CAS: 493036-46-7
Molecule Weight: 184.142
Formula: C9H6F2O2
Melting Point: 165-167 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2913.00.4000
