| Product Number | 4H15-1-H2 |
| Synonyms | 2-(Morpholin-4-yl)pyridine-4-carboxaldehyde |
| Purity | 97.0 % |
| CAS | 864068-87-1 |
| MDL Number | MFCD08060524 |
| Molecular Formula | C10H12N2O2 |
| Molecular Weight | 192.218 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-1-H2
CAS: 864068-87-1
Molecule Weight: 192.218
Formula: C10H12N2O2
PN: 4H21-1-A3
CAS: 295349-64-3
Molecule Weight: 208.217
Formula: C10H12N2O3
![4-[4-(Hydroxymethyl)pyridin-2-yl]morpholine](data:image/png;base64,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)
PN: 4H01-1-79
CAS: 556109-99-0
Molecule Weight: 194.234
Formula: C10H14N2O2
PN: 4H37-1-2C
CAS: 127680-91-5
Molecule Weight: 189.218
Formula: C10H11N3O
![4-[(Methylamino)methyl]-2-morpholin-4-ylpyridine](data:image/png;base64,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)
PN: 4H31-1-20
CAS: 869901-11-1
Molecule Weight: 207.277
Formula: C11H17N3O
![4-[4-(Trifluoromethyl)pyridin-2-yl]morpholine](data:image/png;base64,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)
PN: 4H44-3-18
CAS: 220459-55-2
Molecule Weight: 232.206
Formula: C10H11F3N2O
PN: 4H32-1-1K
CAS: 327064-60-8
Molecule Weight: 178.235
Formula: C10H14N2O
PN: 4H15-1-H1
CAS: 898289-23-1
Molecule Weight: 176.219
Formula: C10H12N2O
Melting Point: 64-67 ℃
TSCA: Not listed on TSCA inventory