| Product Number | 4751-9-06 |
| Synonyms | tert-Butyl [1-(2-bromophenyl)cycloprop-1-yl]carbamate; 1-(2-Bromophenyl)-1-[(tert-butoxycarbonyl)amino]cyclopropane |
| CAS | 1332766-03-6 |
| MDL Number | MFCD19381710 |
| Molecular Formula | C14H18BrNO2 |
| Molecular Weight | 312.207 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4751-9-06
CAS: 1332766-03-6
Molecule Weight: 312.207
Formula: C14H18BrNO2
PN: 4751-9-05
CAS: 1332765-91-9
Molecule Weight: 314.223
Formula: C14H20BrNO2
![tert-Butyl N-[1-(2-bromophenyl)ethyl]carbamate](data:image/png;base64,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)
PN: 4657-9-03
CAS: 1086391-99-2
Molecule Weight: 300.196
Formula: C13H18BrNO2
PN: 4656-9-S1
CAS: 1187932-11-1
Molecule Weight: 300.196
Formula: C13H18BrNO2
PN: 4751-9-07
CAS: 597563-17-2
Molecule Weight: 312.207
Formula: C14H18BrNO2
PN: 4656-9-47
CAS: 924817-79-8
Molecule Weight: 393.119
Formula: C14H19Br2NO2
PN: 4656-9-46
CAS: 898404-64-3
Molecule Weight: 330.222
Formula: C14H20BrNO3
PN: 4751-9-08
CAS: 1245647-81-7
Molecule Weight: 326.234
Formula: C15H20BrNO2
TSCA: Not listed on TSCA inventory