![3-Methoxy-4-[3-(trifluoromethyl)benzyloxy]benzaldehyde](data:image/png;base64,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)
| Product Number | 2815-3-11 |
| CAS | 380427-19-0 |
| MDL Number | MFCD02255725 |
| Molecular Formula | C16H13F3O3 |
| Molecular Weight | 310.272 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 64-65 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory