| Product Number | 4648-1-39 |
| CAS | 40187-51-7 |
| MDL Number | MFCD00049222 |
| Molecular Formula | C9H9NO3 |
| Molecular Weight | 179.175 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![2',4'-Dihydroxy-3'-[(dimethylamino)methyl]acetophenone](data:image/png;base64,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)
PN: 4732-1-10
CAS: 924868-94-0
Molecule Weight: 209.245
Formula: C11H15NO3
PN: 4648-1-53
CAS: 115651-27-9
Molecule Weight: 194.19
Formula: C9H10N2O3
PN: 2720-1-02
CAS: 22304-66-1
Molecule Weight: 208.213
Formula: C11H12O4
PN: 2620-1-35
CAS: 2161-86-6
Molecule Weight: 210.185
Formula: C10H10O5
PN: 2620-1-38
CAS: 2161-85-5
Molecule Weight: 194.186
Formula: C10H10O4
PN: 2720-1-X2
CAS: 876-02-8
Molecule Weight: 150.177
Formula: C9H10O2
TSCA: Not listed on TSCA inventory
