| Product Number | 4H48-1-03L |
| Purity | 95 % |
| CAS | 36151-45-8 |
| MDL Number | MFCD00454011 |
| Molecular Formula | C11H11NO2 |
| Molecular Weight | 189.214 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-03L
CAS: 36151-45-8
Molecule Weight: 189.214
Formula: C11H11NO2
PN: 4H17-1-6G
CAS: 36254-39-4
Molecule Weight: 217.224
Formula: C12H11NO3
PN: 4H48-1-069
CAS: 167833-93-4
Molecule Weight: 186.214
Formula: C11H10N2O
![1-[4-(Trifluoromethyl)phenyl]-2-pyrrolidinone](data:image/png;base64,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)
PN: 4H17-3-85
CAS: 73081-88-6
Molecule Weight: 229.202
Formula: C11H10F3NO
PN: 4H23-1-BL
CAS: 86364-65-0
Molecule Weight: 233.267
Formula: C13H15NO3
PN: 4H48-1-04F
CAS: 13691-22-0
Molecule Weight: 176.219
Formula: C10H12N2O
TSCA: Not listed on TSCA inventory
