| Product Number | 1900-3-38 |
| Synonyms | 1-(Difluoromethyl)-3-ethynylbenzene |
| CAS | 1159512-57-8 |
| MDL Number | MFCD11858608 |
| Molecular Formula | C9H6F2 |
| Molecular Weight | 152.144 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 1900-3-38
CAS: 1159512-57-8
Molecule Weight: 152.144
Formula: C9H6F2
PN: 1900-3-17
CAS: 705-28-2
Molecule Weight: 170.134
Formula: C9H5F3
PN: 1900-3-0K
CAS: 1622871-80-0
Molecule Weight: 194.156
Formula: C11H5F3
PN: 1900-3-53
CAS: 88444-81-9
Molecule Weight: 238.132
Formula: C10H4F6
PN: 1900-3-50
CAS: 1823362-73-7
Molecule Weight: 188.125
Formula: C9H4F4
![3-[3-(Trifluoromethyl)phenyl]prop-2-yn-1-ol](data:image/png;base64,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)
PN: 2901-3-03
CAS: 65126-85-4
Molecule Weight: 200.16
Formula: C10H7F3O
PN: 1900-3-43
CAS: 1263377-27-0
Molecule Weight: 188.125
Formula: C9H4F4
PN: 1900-3-47
CAS: 1233501-77-3
Molecule Weight: 188.125
Formula: C9H4F4
TSCA: Not listed on TSCA inventory