| Product Number | 2717-1-1T |
| Synonyms | (4-Ethoxyphenyl)(4-methylphenyl)methanone |
| CAS | 65629-84-7 |
| MDL Number | MFCD03138264 |
| Molecular Formula | C16H16O2 |
| Molecular Weight | 240.302 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 2717-1-1T
CAS: 65629-84-7
Molecule Weight: 240.302
Formula: C16H16O2
PN: 2717-1-18
CAS: 23886-71-7
Molecule Weight: 226.275
Formula: C15H14O2
PN: G311-A-51
CAS: 54299-17-1
Molecule Weight: 470.524
Formula: C32H22O4
![4-[2-(Diethylamino)ethoxy]benzophenone](data:image/png;base64,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)
PN: 4632-1-03
CAS: 796-77-0
Molecule Weight: 297.398
Formula: C19H23NO2
TSCA: Not listed on TSCA inventory
