| Product Number | 2908-1-05 |
| CAS | 57371-42-3 |
| MDL Number | MFCD00098119 |
| Molecular Formula | C17H18O2 |
| Molecular Weight | 254.329 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2908-1-05
CAS: 57371-42-3
Molecule Weight: 254.329
Formula: C17H18O2
PN: 4637-1-N8
CAS: 1700-29-4
Molecule Weight: 253.301
Formula: C16H15NO2
![1-Allyl-3-[(4-methoxybenzyl)oxy]benzene](data:image/png;base64,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)
PN: 2908-1-08
CAS: 1940193-03-2
Molecule Weight: 254.329
Formula: C17H18O2
PN: 4737-1-08
CAS: 1699-60-1
Molecule Weight: 329.399
Formula: C22H19NO2
PN: 2615-1-Z4
CAS: 2426-87-1
Molecule Weight: 242.274
Formula: C15H14O3
PN: 2708-1-17
CAS: 1860-60-2
Molecule Weight: 244.29
Formula: C15H16O3
PN: 2715-1-03
CAS: 60186-33-6
Molecule Weight: 256.301
Formula: C16H16O3
PN: 2621-1-2U
CAS: 29973-91-9
Molecule Weight: 272.3
Formula: C16H16O4
TSCA: Not listed on TSCA inventory