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)
| Product Number | 2721-1-X7 |
| Synonyms | 3-Carboxy-3'-methylbiphenyl; 3-(3-Methylphenyl)benzoic acid; 3-(3-Carboxyphenyl)toluene |
| CAS | 158619-46-6 |
| MDL Number | MFCD00558892 |
| Molecular Formula | C14H12O2 |
| Molecular Weight | 212.248 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2721-1-X7
CAS: 158619-46-6
Molecule Weight: 212.248
Formula: C14H12O2
![3'-Formyl-[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2629-1-V7
CAS: 222180-19-0
Molecule Weight: 226.231
Formula: C14H10O3
PN: 2721-1-84
CAS: 147404-69-1
Molecule Weight: 212.248
Formula: C14H12O2
![4'-Formyl[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2621-1-32
CAS: 222180-20-3
Molecule Weight: 226.231
Formula: C14H10O3
![3'-Acetyl[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2629-1-34
CAS: 728918-66-9
Molecule Weight: 240.258
Formula: C15H12O3
![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
TSCA: Not listed on TSCA inventory
HTN: `
