| Product Number | 2221-3-44 |
| Synonyms | 1-Carboxy-4,4-difluorocyclohexane |
| Purity | 98 % |
| CAS | 122665-97-8 |
| MDL Number | MFCD03788493 |
| Molecular Formula | C7H10F2O2 |
| Molecular Weight | 164.152 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2221-3-44
CAS: 122665-97-8
Molecule Weight: 164.152
Formula: C7H10F2O2
PN: 2221-3-28
CAS: 1389315-01-8
Molecule Weight: 192.206
Formula: C9H14F2O2
PN: 2221-3-24
CAS: 438017-43-7
Molecule Weight: 216.228
Formula: C11H14F2O2
PN: 2223-3-13
CAS: 121629-14-9
Molecule Weight: 178.179
Formula: C8H12F2O2
![4-Fluorobicyclo[2.2.2]octane-1-carboxylic acid](data:image/png;base64,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)
PN: 2221-3-16
CAS: 78385-84-9
Molecule Weight: 172.199
Formula: C9H13FO2
PN: 2221-3-0P
CAS: 1389315-15-4
Molecule Weight: 222.232
Formula: C10H16F2O3
PN: 2221-3-07
CAS: 915030-40-9
Molecule Weight: 178.179
Formula: C8H12F2O2
PN: 2223-3-X0
CAS: 178312-47-5
Molecule Weight: 192.206
Formula: C9H14F2O2
Melting Point: 103-107 ℃
Density: 0.856
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2916.20.5000
EINECS: 602-802-1