| Product Number | 4H23-1-0C |
| Synonyms | Methyl 6-phenylpyridine-3-carboxylate |
| Purity | 97.0 % |
| CAS | 4634-13-3 |
| MDL Number | MFCD07367320 |
| Molecular Formula | C13H11NO2 |
| Molecular Weight | 213.236 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![Methyl 4-[5-(hydroxymethyl)pyridin-2-yl]benzoate](data:image/png;base64,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)
PN: 4H56-1-Z9
CAS: 1370587-25-9
Molecule Weight: 243.262
Formula: C14H13NO3
PN: 4H58-1-435
CAS: 887976-22-9
Molecule Weight: 213.236
Formula: C13H11NO2
PN: 4H58-3-7M
CAS: 223127-24-0
Molecule Weight: 217.199
Formula: C12H8FNO2
PN: 4H23-1-AL
CAS: 834884-66-1
Molecule Weight: 241.246
Formula: C14H11NO3
PN: 4H58-5-9U
CAS: 887976-19-4
Molecule Weight: 233.65
Formula: C12H8ClNO2
Melting Point: >110(dec.) ℃
Boiling Point: 108 ℃
TSCA: Not listed on TSCA inventory
