| Product Number | 4H58-1-Y3 |
| Synonyms | 1-[4-(Methoxycarbonyl)phenyl]-4-methylpiperazine |
| CAS | 354813-14-2 |
| MDL Number | MFCD00066902 |
| Molecular Formula | C13H18N2O2 |
| Molecular Weight | 234.299 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-Y3
CAS: 354813-14-2
Molecule Weight: 234.299
Formula: C13H18N2O2
PN: 4H58-1-14
CAS: 80518-57-6
Molecule Weight: 234.299
Formula: C13H18N2O2
PN: 4H21-1-T1
CAS: 86620-62-4
Molecule Weight: 220.272
Formula: C12H16N2O2
PN: 4H21-1-1H
CAS: 85474-75-5
Molecule Weight: 206.245
Formula: C11H14N2O2
PN: 4H21-9-08
CAS: 1049729-37-4
Molecule Weight: 368.069
Formula: C11H16Br2N2O2
![Ethyl 4-[(3R,5S)-3,5-dimethylpiperazin-1-yl]benzoate](data:image/png;base64,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)
PN: 4H58-1-EE
CAS: 234082-05-4
Molecule Weight: 262.353
Formula: C15H22N2O2
PN: 4H58-1-Z4
CAS: 104080-55-9
Molecule Weight: 248.282
Formula: C13H16N2O3
PN: 4H23-1-1W
CAS: 892502-26-0
Molecule Weight: 262.353
Formula: C15H22N2O2
Melting Point: 122-124 ℃
TSCA: Not listed on TSCA inventory