| Product Number | 4756-1-V9 |
| Synonyms | tert-Butyl [4-(aminomethyl)phenyl]carbamate; 4-(Aminomethyl)aniline, 1-Boc protected |
| CAS | 220298-96-4 |
| MDL Number | MFCD02183573 |
| Molecular Formula | C12H18N2O2 |
| Molecular Weight | 222.288 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4756-1-V9
CAS: 220298-96-4
Molecule Weight: 222.288
Formula: C12H18N2O2
PN: 4656-1-E0
CAS: 191871-91-7
Molecule Weight: 236.315
Formula: C13H20N2O2
PN: 4651-1-16
CAS: 144072-30-0
Molecule Weight: 221.256
Formula: C12H15NO3
![tert-Butyl N-[4-(isocyanatomethyl)phenyl]carbamate](data:image/png;base64,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)
PN: 4649-1-00
CAS: 202979-20-2
Molecule Weight: 248.282
Formula: C13H16N2O3
PN: 4656-1-8A
CAS: 144072-29-7
Molecule Weight: 223.272
Formula: C12H17NO3
PN: 4756-3-0D
CAS:
Molecule Weight: 225.263
Formula: C12H16FNO2
PN: 4756-9-0H
CAS: 239074-27-2
Molecule Weight: 286.169
Formula: C12H16BrNO2
PN: 4648-1-Y3
CAS: 849020-94-6
Molecule Weight: 222.288
Formula: C12H18N2O2
Melting Point: 107-113 ℃
TSCA: Not listed on TSCA inventory