| Product Number | 4H54-1-2A |
| CAS | 78243-27-3 |
| MDL Number | MFCD01788141 |
| Molecular Formula | C13H16N2O4 |
| Molecular Weight | 264.281 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-1-2A
CAS: 78243-27-3
Molecule Weight: 264.281
Formula: C13H16N2O4
PN: 4H54-1-1U
CAS: 42106-50-3
Molecule Weight: 250.254
Formula: C12H14N2O4
PN: 4H54-1-2N
CAS: 78243-26-2
Molecule Weight: 264.281
Formula: C13H16N2O4
PN: 4H54-1-1T
CAS: 19555-48-7
Molecule Weight: 236.227
Formula: C11H12N2O4
PN: 4H54-1-2B
CAS: 942474-59-1
Molecule Weight: 293.279
Formula: C13H15N3O5
PN: 4H54-1-1X
CAS: 942474-93-3
Molecule Weight: 266.253
Formula: C12H14N2O5
![2-[4-(Ethoxycarbonyl)piperidin-1-yl]-5-nitrobenzoic acid](data:image/png;base64,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)
PN: 4H54-1-1Y
CAS: 78243-32-0
Molecule Weight: 322.317
Formula: C15H18N2O6
PN: 4655-1-1M
CAS: 259269-68-6
Molecule Weight: 250.254
Formula: C12H14N2O4
Melting Point: 155-157 ℃
TSCA: Not listed on TSCA inventory