| Product Number | 4H58-1-5Q |
| Synonyms | Methyl 6-(acetylamino)pyridine-3-carboxylate |
| CAS | 98953-23-2 |
| MDL Number | MFCD05663798 |
| Molecular Formula | C9H10N2O3 |
| Molecular Weight | 194.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-5Q
CAS: 98953-23-2
Molecule Weight: 194.19
Formula: C9H10N2O3
![Methyl 6-[(4-chlorobutanoyl)amino]nicotinate](data:image/png;base64,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)
PN: 4H58-5-DM
CAS: 1987078-48-7
Molecule Weight: 256.69
Formula: C11H13ClN2O3
![6-[(2-Aminoethyl)amino]nicotinic acid](data:image/png;base64,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)
PN: 4H57-1-X9
CAS: 904815-02-7
Molecule Weight: 181.195
Formula: C8H11N3O2
PN: 4H32-1-0Z
CAS: 26218-81-5
Molecule Weight: 180.207
Formula: C9H12N2O2
PN: 4H23-1-6Q
CAS: 210963-94-3
Molecule Weight: 206.245
Formula: C11H14N2O2
PN: 4H23-1-1E
CAS: 132144-03-7
Molecule Weight: 221.26
Formula: C11H15N3O2
PN: 4H23-1-4A
CAS: 132546-81-7
Molecule Weight: 222.244
Formula: C11H14N2O3
TSCA: Not listed on TSCA inventory
