![4'-(1,3-Dioxolan-2-yl)-[1,1'-biphenyl]-4-carbaldehyde](data:image/png;base64,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)
| Product Number | 2H15-1-0K |
| Purity | 95 % |
| CAS | 893737-04-7 |
| MDL Number | MFCD06802589 |
| Molecular Formula | C16H14O3 |
| Molecular Weight | 254.285 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H15-1-0K
CAS: 893737-04-7
Molecule Weight: 254.285
Formula: C16H14O3
![[4'-(1,3-Dioxolan-2-yl)-[1,1'-biphenyl]-4-yl]methanol](data:image/png;base64,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)
PN: 2H01-1-0C
CAS: 889954-12-5
Molecule Weight: 256.301
Formula: C16H16O3
![2'-(1,3-Dioxolan-2-yl)-[1,1'-biphenyl]-4-carbaldehyde](data:image/png;base64,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)
PN: 2H15-1-0N
CAS: 1135282-91-5
Molecule Weight: 254.285
Formula: C16H14O3
PN: 2615-1-X4
CAS: 81172-89-6
Molecule Weight: 208.257
Formula: C12H16O3
PN: 2708-1-25
CAS: 132657-13-7
Molecule Weight: 242.318
Formula: C16H18O2
TSCA: Not listed on TSCA inventory