![Methyl 4'-bromo-[1,1'-biphenyl]-3-carboxylate](data:image/png;base64,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)
| Product Number | 2623-9-23 |
| Synonyms | Methyl 3-(4-bromophenyl)benzoate; 4-Bromo-3'-(methoxycarbonyl)biphenyl |
| CAS | 149506-25-2 |
| MDL Number | MFCD05980426 |
| Molecular Formula | C14H11BrO2 |
| Molecular Weight | 291.144 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2623-9-23
CAS: 149506-25-2
Molecule Weight: 291.144
Formula: C14H11BrO2
PN: 2621-9-32
CAS: 885951-66-6
Molecule Weight: 277.117
Formula: C13H9BrO2
![Methyl 3'-methyl-[1,1'-biphenyl]-3-carboxylate](data:image/png;base64,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)
PN: 2723-1-43
CAS: 128460-74-2
Molecule Weight: 226.275
Formula: C15H14O2
![Dimethyl [1,1'-biphenyl]-3,3'-dicarboxylate](data:image/png;base64,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)
PN: 2623-1-69
CAS: 1751-97-9
Molecule Weight: 270.284
Formula: C16H14O4
![Methyl 3'-formyl-[1,1'-biphenyl]-3-carboxylate](data:image/png;base64,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)
PN: 2623-1-70
CAS: 386297-59-2
Molecule Weight: 240.258
Formula: C15H12O3
PN: 2721-1-1W
CAS: 114772-33-7
Molecule Weight: 226.275
Formula: C15H14O2
![Ethyl [1,1'-biphenyl]-3-carboxylate](data:image/png;base64,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)
PN: 2623-1-Y8
CAS: 19926-50-2
Molecule Weight: 226.275
Formula: C15H14O2
TSCA: Not listed on TSCA inventory
