| Product Number | 4730-1-R1 |
| CAS | 479064-87-4 |
| MDL Number | MFCD03840389 |
| Molecular Formula | C10H13NO2 |
| Molecular Weight | 179.219 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4757-1-1G
CAS: 68208-18-4
Molecule Weight: 179.219
Formula: C10H13NO2
PN: 4730-1-R1
CAS: 479064-87-4
Molecule Weight: 179.219
Formula: C10H13NO2
PN: 4657-1-29
CAS: 614-19-7
Molecule Weight: 165.192
Formula: C9H11NO2
PN: 4657-1-S5
CAS: 40856-44-8
Molecule Weight: 165.192
Formula: C9H11NO2
PN: 4630-1-R0
CAS: 13921-90-9
Molecule Weight: 165.192
Formula: C9H11NO2
![3-Amino-3-[4-(tert-butyl)phenyl]propanoic acid](data:image/png;base64,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)
PN: 4757-1-28
CAS: 282524-82-7
Molecule Weight: 221.3
Formula: C13H19NO2
PN: 4757-1-54
CAS: 117391-53-4
Molecule Weight: 207.273
Formula: C12H17NO2
PN: 4656-1-RU
CAS: 37088-67-8
Molecule Weight: 179.219
Formula: C10H13NO2
TSCA: Not listed on TSCA inventory