| Product Number | 4H21-1-0D |
| Synonyms | 6-(Pyridin-2-yl)nicotinic acid |
| CAS | 1970-80-5 |
| MDL Number | MFCD08234850 |
| Molecular Formula | C11H8N2O2 |
| Molecular Weight | 200.197 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H21-1-0D
CAS: 1970-80-5
Molecule Weight: 200.197
Formula: C11H8N2O2
![[2,2'-Bipyridine]-5,5'-dicarboxaldehyde](data:image/png;base64,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)
PN: 4H15-1-BW
CAS: 135822-72-9
Molecule Weight: 212.208
Formula: C12H8N2O2
PN: 4H58-1-359
CAS: 56304-42-8
Molecule Weight: 216.196
Formula: C11H8N2O3
PN: 4H58-3-4N
CAS: 582325-22-2
Molecule Weight: 217.199
Formula: C12H8FNO2
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
Melting Point: 196-198 ℃
TSCA: Not listed on TSCA inventory
