![1,1,1-Trifluoro-2-[1-(2,2,2-trifluoroethoxy)ethoxy]ethane](data:image/png;base64,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)
| Product Number | 2108-3-26 |
| CAS | 673-67-6 |
| MDL Number | MFCD25978094 |
| Molecular Formula | C6H8F6O2 |
| Molecular Weight | 226.118 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | In Stock | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 2108-3-26
CAS: 673-67-6
Molecule Weight: 226.118
Formula: C6H8F6O2
PN: 2108-3-27
CAS: 689-44-1
Molecule Weight: 172.147
Formula: C6H11F3O2
PN: 2108-3-3E
CAS:
Molecule Weight: 324.143
Formula: C8H9F9O3
PN: 2108-3-00
CAS: 31224-45-0
Molecule Weight: 172.147
Formula: C6H11F3O2
PN: 2108-3-14
CAS: 2925-42-0
Molecule Weight: 200.201
Formula: C8H15F3O2
PN: 2106-3-02
CAS: 433-27-2
Molecule Weight: 144.093
Formula: C4H7F3O2
PN: 2123-3-24
CAS: 58244-27-2
Molecule Weight: 310.116
Formula: C7H7F9O3
PN: 2108-3-11
CAS: 1309602-58-1
Molecule Weight: 182.211
Formula: C8H16F2O2
Boiling Point: 110-117 ℃
Refractive Index: 1.3159
Density: 1.3278
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory