| Product Number | 2H15-1-10 |
| CAS | 875854-00-5 |
| MDL Number | MFCD08689710 |
| Molecular Formula | C15H12O4 |
| Molecular Weight | 256.257 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H15-1-10
CAS: 875854-00-5
Molecule Weight: 256.257
Formula: C15H12O4
PN: 2H15-1-0J
CAS: 342889-39-8
Molecule Weight: 226.231
Formula: C14H10O3
PN: 2H21-1-0J
CAS: 193151-97-2
Molecule Weight: 242.23
Formula: C14H10O4
PN: 2H15-1-1A
CAS: 58343-54-7
Molecule Weight: 164.16
Formula: C9H8O3
![3'-Methoxy-[1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,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)
PN: 2615-1-30
CAS: 38491-36-0
Molecule Weight: 212.248
Formula: C14H12O2
Melting Point: 88-90 ℃
TSCA: Not listed on TSCA inventory