| Product Number | 4158-1-R03 |
| Purity | 95 % |
| CAS | 1492-12-2 |
| MDL Number | MFCD02094374 |
| Molecular Formula | C8H15NO3 |
| Molecular Weight | 173.212 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4158-1-R03
CAS: 1492-12-2
Molecule Weight: 173.212
Formula: C8H15NO3
PN: 4158-1-S03
CAS: 1492-15-5
Molecule Weight: 173.212
Formula: C8H15NO3
PN: 4158-1-0T
CAS: 2256-76-0
Molecule Weight: 187.239
Formula: C9H17NO3
PN: 4158-1-0P
CAS: 17916-88-0
Molecule Weight: 159.185
Formula: C7H13NO3
PN: 4158-1-1A
CAS: 22146-58-3
Molecule Weight: 173.212
Formula: C8H15NO3
PN: 4158-1-S05
CAS: 3154-46-9
Molecule Weight: 159.185
Formula: C7H13NO3
![2-[(2-Chloroacetyl)amino]-3-methylbutanoic acid](data:image/png;base64,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)
PN: 4158-5-36
CAS: 2279-16-5
Molecule Weight: 193.63
Formula: C7H12ClNO3
TSCA: Not listed on TSCA inventory
