| Product Number | 4H56-1-4Y |
| Synonyms | 2,3-Bis(ethoxycarbonyl)pyridine |
| CAS | 2050-22-8 |
| MDL Number | MFCD08689697 |
| Molecular Formula | C11H13NO4 |
| Molecular Weight | 223.228 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-4Y
CAS: 2050-22-8
Molecule Weight: 223.228
Formula: C11H13NO4
PN: 4H23-1-MU
CAS: 110239-03-7
Molecule Weight: 237.255
Formula: C12H15NO4
![2-[(Propan-2-yloxy)carbonyl]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H56-1-GD
CAS: 118892-73-2
Molecule Weight: 209.201
Formula: C10H11NO4
PN: 4H58-1-261
CAS: 605-38-9
Molecule Weight: 195.174
Formula: C9H9NO4
PN: 4H23-1-HU
CAS: 159755-62-1
Molecule Weight: 179.175
Formula: C9H9NO3
PN: 4H58-1-136
CAS: 21908-07-6
Molecule Weight: 179.175
Formula: C9H9NO3
PN: 4H23-1-LN
CAS: 24195-07-1
Molecule Weight: 181.147
Formula: C8H7NO4
PN: 4H26-1-00
CAS: 699-98-9
Molecule Weight: 149.105
Formula: C7H3NO3
Boiling Point: 280-285 ℃
Refractive Index: 1.49
Density: 1.16
TSCA: Not listed on TSCA inventory