| Product Number | 2618-3-X8 |
| Purity | 95 % |
| CAS | 55579-72-1 |
| MDL Number | MFCD00174037 |
| Molecular Formula | C12H11FO2 |
| Molecular Weight | 206.216 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2618-3-X8
CAS: 55579-72-1
Molecule Weight: 206.216
Formula: C12H11FO2
PN: 2718-1-X3
CAS: 493-72-1
Molecule Weight: 188.226
Formula: C12H12O2
PN: 2718-1-07
CAS: 61888-37-7
Molecule Weight: 202.253
Formula: C13H14O2
![1-[2-(4-Fluorophenyl)cyclopropyl]ethan-1-one](data:image/png;base64,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)
PN: 2617-3-0Q
CAS: 338392-56-6
Molecule Weight: 178.206
Formula: C11H11FO
PN: 2717-3-20
CAS: 174485-37-1
Molecule Weight: 194.249
Formula: C12H15FO
PN: 2717-3-24
CAS: 174485-41-7
Molecule Weight: 274.311
Formula: C17H16F2O
PN: 2618-5-0B
CAS: 27463-38-3
Molecule Weight: 222.67
Formula: C12H11ClO2
Melting Point: 173-178 ℃
TSCA: Not listed on TSCA inventory
HTN: 2914.39.9000
