| Product Number | 1600-3-16 |
| Synonyms | 1-Fluoro-2-(2-fluorophenyl)benzene |
| Purity | 97 % |
| CAS | 388-82-9 |
| MDL Number | MFCD00017910 |
| Molecular Formula | C12H8F2 |
| Molecular Weight | 190.193 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 1 g | 58 | In Stock | |
| 5 g | 179 | In Stock | |
| 25 g | 565 | In Stock | |
| Bulk | Contact for Price | In Stock |
PN: 1600-3-0A
CAS: 115245-05-1
Molecule Weight: 208.183
Formula: C12H7F3
![2'-Fluoro-[1,1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,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)
PN: 2615-3-85
CAS: 57592-42-4
Molecule Weight: 200.212
Formula: C13H9FO
PN: 1700-B-0Y
CAS: 193013-76-2
Molecule Weight: 265.125
Formula: C13H10BrF
Melting Point: 117-118 ℃
DOT/IATA/IMDG: UN 3152 - HC 9 - PG II
Flash Point: >110 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2903.99.8001
EINECS: 206-863-1
