| Product Number | 4H29-9-07 |
| Synonyms | 1-Benzyl-5-bromo-1,6-dihydro-6-oxonicotinic acid; 1-Benzyl-3-bromo-5-carboxypyridin-2(1H)-one |
| CAS | 886361-76-8 |
| MDL Number | MFCD06200965 |
| Molecular Formula | C13H10BrNO3 |
| Molecular Weight | 308.131 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H29-9-07
CAS: 886361-76-8
Molecule Weight: 308.131
Formula: C13H10BrNO3
PN: 4H17-9-23
CAS: 952183-73-2
Molecule Weight: 306.159
Formula: C14H12BrNO2
PN: 4H21-1-FC
CAS: 4332-79-0
Molecule Weight: 229.235
Formula: C13H11NO3
PN: 4H29-B-01
CAS: 886360-92-5
Molecule Weight: 326.121
Formula: C13H9BrFNO3
![5-Bromo-2-oxo-1-[3-(trifluoromethyl)benzyl]-1,2-dihydro-3-pyridinecarboxylic acid](data:image/png;base64,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)
PN: 4H29-B-02
CAS: 338982-36-8
Molecule Weight: 376.129
Formula: C14H9BrF3NO3
![1-[4-(Trifluoromethyl)benzyl]pyridin-2-one-5-carboxylic acid](data:image/png;base64,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)
PN: 4H29-3-58
CAS: 338783-75-8
Molecule Weight: 297.233
Formula: C14H10F3NO3
![1-[(4-Chlorophenyl)methyl]-6-oxo-1,6-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-1R
CAS: 339008-74-1
Molecule Weight: 263.68
Formula: C13H10ClNO3
PN: 4H17-D-04
CAS: 952183-67-4
Molecule Weight: 361.02
Formula: C13H8BrCl2NO2
Melting Point: 205-208 ℃
TSCA: Not listed on TSCA inventory