| Product Number | 2717-1-40 |
| Synonyms | Anisylacetone |
| CAS | 104-20-1 |
| MDL Number | MFCD00008791 |
| Molecular Formula | C11H14O2 |
| Molecular Weight | 178.231 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2717-1-40
CAS: 104-20-1
Molecule Weight: 178.231
Formula: C11H14O2
PN: 2620-1-X5
CAS: 5471-51-2
Molecule Weight: 164.204
Formula: C10H12O2
PN: 2618-1-0K
CAS: 4023-80-7
Molecule Weight: 192.214
Formula: C11H12O3
PN: 2729-1-31
CAS: 3572-06-3
Molecule Weight: 206.241
Formula: C12H14O3
![3-[(4-Hydroxyphenyl)methyl]pentane-2,4-dione](data:image/png;base64,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)
PN: 2618-1-0A
CAS: 15451-07-7
Molecule Weight: 206.241
Formula: C12H14O3
PN: 2707-1-12
CAS: 52244-70-9
Molecule Weight: 180.247
Formula: C11H16O2
TSCA: Listed on TSCA inventory
