| Product Number | 4258-1-16 |
| Synonyms | trans-Methyl 4-{[(tert-butoxy)carbonyl]amino}cyclohexane-1-carboxylate |
| CAS | 146307-51-9 |
| MDL Number | MFCD17015041 |
| Molecular Formula | C13H23NO4 |
| Molecular Weight | 257.33 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4258-1-16
CAS: 146307-51-9
Molecule Weight: 257.33
Formula: C13H23NO4
PN: 4H58-1-8S
CAS: 364385-64-8
Molecule Weight: 257.33
Formula: C13H23NO4
PN: 4258-1-09
CAS: 130309-46-5
Molecule Weight: 243.303
Formula: C12H21NO4
PN: 4H58-1-QJ
CAS: 53292-89-0
Molecule Weight: 243.303
Formula: C12H21NO4
PN: 4258-1-Z3
CAS: 53292-90-3
Molecule Weight: 243.303
Formula: C12H21NO4
![4-((tert-Butoxycarbonyl)amino)bicyclo[2.2.2]octane-1-carboxylic acid](data:image/png;base64,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)
PN: 4258-1-60
CAS: 863304-76-1
Molecule Weight: 269.341
Formula: C14H23NO4
PN: 4258-1-67
CAS: 883554-71-0
Molecule Weight: 277.32
Formula: C15H19NO4
![Ethyl trans-2-[4-(Boc-amino)cyclohexyl]acetate](data:image/png;base64,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)
PN: 4258-1-E0
CAS: 946598-34-1
Molecule Weight: 285.384
Formula: C15H27NO4
Hazard Statement: H302-H312-H315-H319-H335
TSCA: Not listed on TSCA inventory