| Product Number | 4637-1-0L |
| Synonyms | Ethyl 2-cyano-3-phenylcrotonate |
| CAS | 18300-89-5 |
| MDL Number | MFCD00192139 |
| Molecular Formula | C13H13NO2 |
| Molecular Weight | 215.252 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4637-1-0L
CAS: 18300-89-5
Molecule Weight: 215.252
Formula: C13H13NO2
PN: 4937-1-X6
CAS: 2017-88-1
Molecule Weight: 215.252
Formula: C13H13NO2
![Ethyl 3-[4-(tert-butyl)phenyl]-2-cyanoacrylate](data:image/png;base64,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)
PN: 4937-1-X5
CAS: 247099-46-3
Molecule Weight: 257.333
Formula: C16H19NO2
PN: 4637-1-2A
CAS: 14533-86-9
Molecule Weight: 187.198
Formula: C11H9NO2
PN: 4937-5-X9
CAS: 2286-35-3
Molecule Weight: 235.67
Formula: C12H10ClNO2
PN: 4937-1-X4
CAS: 6935-44-0
Molecule Weight: 217.224
Formula: C12H11NO3
PN: 4637-3-04
CAS: 18861-57-9
Molecule Weight: 219.215
Formula: C12H10FNO2
TSCA: Not listed on TSCA inventory
