| Product Number | 2917-1-0M |
| Purity | 95 % |
| CAS | 4023-84-1 |
| MDL Number | MFCD00026243 |
| Molecular Formula | C11H12O |
| Molecular Weight | 160.216 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![4-[(1E)-3-Oxobut-1-en-1-yl]benzaldehyde](data:image/png;base64,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)
PN: 2917-1-0L
CAS: 802954-26-3
Molecule Weight: 174.199
Formula: C11H10O2
PN: 2917-1-07
CAS: 538-58-9
Molecule Weight: 234.298
Formula: C17H14O
PN: 9646-1-00
CAS: 51364-51-3
Molecule Weight: 915.73
Formula: C51H42O3Pd2
PN: 4646-1-X0
CAS: 60299-77-6
Molecule Weight: 157.172
Formula: C10H7NO
PN: 2917-3-X3
CAS: 1611-38-7
Molecule Weight: 164.179
Formula: C10H9FO
TSCA: Not listed on TSCA inventory
