| Product Number | 4654-1-87 |
| CAS | 81307-09-7 |
| MDL Number | MFCD00016711 |
| Molecular Formula | C15H13NO5 |
| Molecular Weight | 287.271 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4654-1-87
CAS: 81307-09-7
Molecule Weight: 287.271
Formula: C15H13NO5
![4-[(4-Nitrobenzyl)oxy]benzaldehyde](data:image/png;base64,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)
PN: 4754-1-32
CAS: 67565-48-4
Molecule Weight: 257.245
Formula: C14H11NO4
PN: 4654-1-8Z
CAS: 2426-84-8
Molecule Weight: 287.271
Formula: C15H13NO5
![{4-[(4-Nitrobenzyl)oxy]phenyl}methanol](data:image/png;base64,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)
PN: 4754-1-62
CAS: 77350-57-3
Molecule Weight: 259.261
Formula: C14H13NO4
PN: 2615-1-Z4
CAS: 2426-87-1
Molecule Weight: 242.274
Formula: C15H14O3
PN: 2615-1-68
CAS: 129047-38-7
Molecule Weight: 272.3
Formula: C16H16O4
PN: 2715-1-03
CAS: 60186-33-6
Molecule Weight: 256.301
Formula: C16H16O3
TSCA: Not listed on TSCA inventory
