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)
| Product Number | 2629-1-V5 |
| CAS | 222180-23-6 |
| MDL Number | MFCD04039069 |
| Molecular Formula | C14H10O3 |
| Molecular Weight | 226.231 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2629-1-V5
CAS: 222180-23-6
Molecule Weight: 226.231
Formula: C14H10O3
![3'-Methyl-[1,1'-biphenyl]-4-carboxylic acid](data:image/png;base64,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)
PN: 2721-1-X6
CAS: 5728-33-6
Molecule Weight: 212.248
Formula: C14H12O2
![Methyl 3'-formyl[1,1'-biphenyl]-4-carboxylate](data:image/png;base64,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)
PN: 2623-1-32
CAS: 221021-36-9
Molecule Weight: 240.258
Formula: C15H12O3
![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
PN: 2721-1-84
CAS: 147404-69-1
Molecule Weight: 212.248
Formula: C14H12O2
![3'-Acetyl[1,1'-biphenyl]-4-carboxylic acid](data:image/png;base64,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)
PN: 2629-1-35
CAS: 199678-04-1
Molecule Weight: 240.258
Formula: C15H12O3
![Methyl 3'-methyl-[1,1'-biphenyl]-4-carboxylate](data:image/png;base64,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)
PN: 2723-1-44
CAS: 89900-94-7
Molecule Weight: 226.275
Formula: C15H14O2
Melting Point: 231-233 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090
