| Product Number | 4H58-1-G0 |
| Synonyms | Methyl 1-benzyl-2-(3-methoxy-3-oxopropyl)azetidine-2-carboxylate |
| CAS | 1353160-88-9 |
| MDL Number | MFCD23106480 |
| Molecular Formula | C16H21NO4 |
| Molecular Weight | 291.347 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-G0
CAS: 1353160-88-9
Molecule Weight: 291.347
Formula: C16H21NO4
PN: 4H58-1-VG
CAS: 18085-37-5
Molecule Weight: 205.257
Formula: C12H15NO2
![2-Benzyl-2-azabicyclo[3.1.1]heptane-1-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-BW
CAS: 1334367-72-4
Molecule Weight: 231.295
Formula: C14H17NO2
PN: 4H21-1-5V
CAS: 18085-40-0
Molecule Weight: 191.23
Formula: C11H13NO2
TSCA: Not listed on TSCA inventory