| Product Number | 2602-3-01 |
| Synonyms | 1-(2,3,4,5,6-Pentafluorophenyl)propan-2-ol |
| Purity | 97 % |
| CAS | 1988-60-9 |
| MDL Number | MFCD00086181 |
| Molecular Formula | C9H7F5O |
| Molecular Weight | 226.146 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 2 g | 150 | In Stock | |
| 5 g | 275 | In Stock | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2602-3-01
CAS: 1988-60-9
Molecule Weight: 226.146
Formula: C9H7F5O
![2-[(2,3,4,5,6-Pentafluorophenyl)methyl]oxirane](data:image/png;base64,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)
PN: 2710-3-01
CAS: 32974-30-4
Molecule Weight: 224.13
Formula: C9H5F5O
PN: 2601-3-31
CAS: 883267-70-7
Molecule Weight: 176.138
Formula: C8H7F3O
PN: 2601-3-16
CAS: 886761-76-8
Molecule Weight: 176.138
Formula: C8H7F3O
Melting Point: 81-82 ℃
Boiling Point: 67-68 ℃
Refractive Index: 1.4462
Flash Point: 77 ℃
TSCA: Not listed on TSCA inventory
HTN: 2906.29.6000
