| Product Number | 4H56-1-MP |
| Synonyms | [4-(Hydroxymethyl)pyridin-3-yl]methanol |
| CAS | 38070-80-3 |
| MDL Number | MFCD00160202 |
| Molecular Formula | C7H9NO2 |
| Molecular Weight | 139.154 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H01-1-AZ
CAS: 4664-27-1
Molecule Weight: 123.155
Formula: C7H9NO
PN: 4H56-1-0BN
CAS: 38070-73-4
Molecule Weight: 123.155
Formula: C7H9NO
![[4-(Trifluoromethyl)pyridin-3-yl]methanol](data:image/png;base64,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)
PN: 4H01-3-37
CAS: 198401-76-2
Molecule Weight: 177.126
Formula: C7H6F3NO
PN: 4H56-1-769
CAS: 102074-19-1
Molecule Weight: 123.155
Formula: C7H9NO
TSCA: Not listed on TSCA inventory
