| Product Number | 4H01-3-0U |
| Synonyms | [2-(Difluoromethyl)pyridin-3-yl]methanol |
| Purity | 95 % |
| CAS | 1784521-24-9 |
| MDL Number | MFCD25476631 |
| Molecular Formula | C7H7F2NO |
| Molecular Weight | 159.136 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H01-3-0U
CAS: 1784521-24-9
Molecule Weight: 159.136
Formula: C7H7F2NO
PN: 4H01-3-1U
CAS: 131747-57-4
Molecule Weight: 177.126
Formula: C7H6F3NO
PN: 3H32-3-21
CAS: 1620-78-6
Molecule Weight: 161.127
Formula: C7H6F3N
PN: 4H21-3-0H
CAS: 1256809-21-8
Molecule Weight: 173.119
Formula: C7H5F2NO2
PN: 4H21-3-Z2
CAS: 131747-43-8
Molecule Weight: 191.109
Formula: C7H4F3NO2
![[2-Methyl-6-(trifluoromethyl)pyridin-3-yl]methanol](data:image/png;base64,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)
PN: 4H01-3-13
CAS: 681260-50-4
Molecule Weight: 191.153
Formula: C8H8F3NO
PN: 3H32-3-Z6
CAS: 1644-68-4
Molecule Weight: 215.098
Formula: C7H3F6N
PN: 4H56-3-70
CAS: 386704-04-7
Molecule Weight: 177.126
Formula: C7H6F3NO
TSCA: Not listed on TSCA inventory