| Product Number | 4H21-1-C4 |
| Synonyms | 6-(Morpholin-4-yl)picolinic acid |
| Purity | 97.0 % |
| CAS | 554405-17-3 |
| MDL Number | MFCD03965867 |
| Molecular Formula | C10H12N2O3 |
| Molecular Weight | 208.217 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-1-C4
CAS: 554405-17-3
Molecule Weight: 208.217
Formula: C10H12N2O3
PN: 4H58-1-387
CAS: 1061750-15-9
Molecule Weight: 236.271
Formula: C12H16N2O3
PN: 4H56-1-5U
CAS: 857283-88-6
Molecule Weight: 192.218
Formula: C10H12N2O2
PN: 4H21-1-30
CAS: 450368-20-4
Molecule Weight: 192.218
Formula: C10H12N2O2
PN: 4H58-5-DP
CAS: 1256806-14-0
Molecule Weight: 256.69
Formula: C11H13ClN2O3
PN: 4H56-1-AQ
CAS: 868755-50-4
Molecule Weight: 206.245
Formula: C11H14N2O2
![[6-(Morpholin-4-yl)pyridin-2-yl]methylamine](data:image/png;base64,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)
PN: 4H30-1-17
CAS: 868755-52-6
Molecule Weight: 193.25
Formula: C10H15N3O
PN: 4H37-1-7F
CAS: 868755-53-7
Molecule Weight: 189.218
Formula: C10H11N3O
Melting Point: 127-129 ℃
TSCA: Not listed on TSCA inventory