| Product Number | 4954-1-46 |
| CAS | 52923-40-7 |
| MDL Number | MFCD00197186 |
| Molecular Formula | C15H11NO4 |
| Molecular Weight | 269.256 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4954-1-46
CAS: 52923-40-7
Molecule Weight: 269.256
Formula: C15H11NO4
PN: 4954-1-43
CAS: 262452-29-9
Molecule Weight: 269.256
Formula: C15H11NO4
PN: 4854-1-01
CAS: 111425-75-3
Molecule Weight: 269.256
Formula: C15H11NO4
![(2E)-3-[4-(Dimethylamino)phenyl]-1-(2-hydroxyphenyl)prop-2-en-1-one](data:image/png;base64,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)
PN: 4956-1-X5
CAS: 65786-13-2
Molecule Weight: 267.328
Formula: C17H17NO2
![1-[2-(Methoxymethoxy)phenyl]-3-(4-nitrophenyl)prop-2-en-1-one](data:image/png;base64,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)
PN: 4954-1-49
CAS: 1233689-55-8
Molecule Weight: 313.309
Formula: C17H15NO5
PN: 4954-1-58
CAS: 20432-02-4
Molecule Weight: 253.257
Formula: C15H11NO3
PN: 4955-1-Z2
CAS: 20431-58-7
Molecule Weight: 296.326
Formula: C17H16N2O3
TSCA: Not listed on TSCA inventory
