| Product Number | 2615-1-1R |
| Purity | 98 % |
| CAS | 283147-95-5 |
| MDL Number | MFCD04117372 |
| Molecular Formula | C13H10O2 |
| Molecular Weight | 198.221 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![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
![3'-Methyl [1,1'-biphenyl]-3-carboxaldehyde](data:image/png;base64,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)
PN: 2715-1-15
CAS: 216443-78-6
Molecule Weight: 196.249
Formula: C14H12O
![1-(4'-Methoxy[1,1'-biphenyl]-3-yl)ethanone](data:image/png;base64,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)
PN: 2617-1-24
CAS: 182169-63-7
Molecule Weight: 226.275
Formula: C15H14O2
PN: 2615-3-0D
CAS: 847754-82-9
Molecule Weight: 216.211
Formula: C13H9FO2
TSCA: Not listed on TSCA inventory
