| Product Number | 4H58-1-28 |
| Purity | 98.0 % |
| CAS | 54699-92-2 |
| MDL Number | MFCD03444554 |
| Molecular Formula | C7H14N2O2 |
| Molecular Weight | 158.201 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H57-1-W4
CAS: 37478-58-3
Molecule Weight: 162.189
Formula: C6H14N2O3
![2-[4-(2-Hydroxyethyl)piperazin-1-yl]acetic acid](data:image/png;base64,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)
PN: 4H29-1-13
CAS: 124335-65-5
Molecule Weight: 188.227
Formula: C8H16N2O3
PN: 4H58-1-28
CAS: 54699-92-2
Molecule Weight: 158.201
Formula: C7H14N2O2
![2-[4-(Propan-2-yl)piperazin-1-yl]acetic acid](data:image/png;base64,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)
PN: 4H58-1-34
CAS: 95470-68-1
Molecule Weight: 186.255
Formula: C9H18N2O2
PN: 4H57-1-W3
CAS: 824414-03-1
Molecule Weight: 194.231
Formula: C7H18N2O4
PN: 4157-1-02
CAS: 10378-23-1
Molecule Weight: 416.201
Formula: C10H16N2Na4O10
PN: 4158-1-48
CAS: 150-39-0
Molecule Weight: 278.261
Formula: C10H18N2O7
Melting Point: 130-133 ℃
TSCA: Not listed on TSCA inventory
