| Product Number | 4730-1-S0 |
| CAS | 701907-44-0 |
| MDL Number | MFCD04113692 |
| 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: 4730-1-R0
CAS: 748128-33-8
Molecule Weight: 179.219
Formula: C10H13NO2
PN: 4730-1-S0
CAS: 701907-44-0
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
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
![3-Amino-3-[3-(trifluoromethyl)phenyl]propanoic acid](data:image/png;base64,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)
PN: 4857-3-75
CAS: 143438-91-9
Molecule Weight: 233.19
Formula: C10H10F3NO2
TSCA: Not listed on TSCA inventory