| Product Number | 4156-1-S1 |
| Synonyms | tert-Butyl [(2S)-1-hydroxypropan-2-yl]carbamate; L-Alaninol, N-Boc protected |
| Purity | 98.0 % |
| CAS | 79069-13-9 |
| MDL Number | MFCD00043121 |
| Molecular Formula | C8H17NO3 |
| Molecular Weight | 175.228 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4156-1-S1
CAS: 79069-13-9
Molecule Weight: 175.228
Formula: C8H17NO3
PN: 4156-1-0C
CAS: 125414-41-7
Molecule Weight: 191.227
Formula: C8H17NO4
PN: 4156-1-2L
CAS: 102520-97-8
Molecule Weight: 189.255
Formula: C9H19NO3
![tert-Butyl N-[2-hydroxy-1,1-bis(hydroxymethyl)ethyl]carbamate](data:image/png;base64,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)
PN: 4156-1-29
CAS: 146651-71-0
Molecule Weight: 221.253
Formula: C9H19NO5
PN: 4156-1-00
CAS: 193086-15-6
Molecule Weight: 189.255
Formula: C9H19NO3
PN: 4156-1-SW
CAS: 150736-72-4
Molecule Weight: 189.255
Formula: C9H19NO3
Melting Point: 59-62 ℃
TSCA: Not listed on TSCA inventory
