| Product Number | 4630-1-2C |
| Purity | 98 % |
| CAS | 79655-96-2 |
| MDL Number | MFCD12407284 |
| Molecular Formula | C11H13NO2 |
| Molecular Weight | 191.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4630-1-2C
CAS: 79655-96-2
Molecule Weight: 191.23
Formula: C11H13NO2
PN: 4630-1-0V
CAS: 1664-62-6
Molecule Weight: 177.203
Formula: C10H11NO2
PN: 4630-1-E0
CAS: 125872-97-1
Molecule Weight: 191.23
Formula: C11H13NO2
PN: 4957-9-01
CAS: 914636-63-8
Molecule Weight: 242.072
Formula: C9H8BrNO2
![Methyl (E)-3-[2-amino-4-(trifluoromethyl)phenyl]acrylate](data:image/png;base64,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)
PN: 4858-3-21
CAS: 231296-89-2
Molecule Weight: 245.201
Formula: C11H10F3NO2
TSCA: Not listed on TSCA inventory
