| Product Number | 2615-1-2A |
| Purity | 96 % |
| CAS | 400745-17-7 |
| MDL Number | MFCD04117377 |
| Molecular Formula | C13H10O2 |
| Molecular Weight | 198.221 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![3'-Methoxy-[1,1'-biphenyl]-3-carboxaldehyde](data:image/png;base64,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)
PN: 2615-1-W2
CAS: 126485-58-3
Molecule Weight: 212.248
Formula: C14H12O2
![1-(3'-Methoxy[1,1'-biphenyl]-3-yl)ethan-1-one](data:image/png;base64,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)
PN: 2617-1-Z8
CAS: 893734-63-9
Molecule Weight: 226.275
Formula: C15H14O2
![3'-Hydroxy [1, 1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,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)
PN: 2615-1-47
CAS: 398151-25-2
Molecule Weight: 198.221
Formula: C13H10O2
![3'-Methoxy-[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2621-1-36
CAS: 168618-45-9
Molecule Weight: 228.247
Formula: C14H12O3
![4'-Methoxy-[1,1'-biphenyl]-3-carboxaldehyde](data:image/png;base64,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)
PN: 2615-1-W0
CAS: 118350-17-7
Molecule Weight: 212.248
Formula: C14H12O2
TSCA: Not listed on TSCA inventory
