| Product Number | 2729-1-0W |
| Purity | 95 % |
| CAS | 147501-26-6 |
| MDL Number | MFCD03424779 |
| Molecular Formula | C11H12O3 |
| Molecular Weight | 192.214 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2729-1-0W
CAS: 147501-26-6
Molecule Weight: 192.214
Formula: C11H12O3
PN: 2629-1-3G
CAS: 614-27-7
Molecule Weight: 178.187
Formula: C10H10O3
PN: 2729-1-05
CAS: 22027-51-6
Molecule Weight: 192.214
Formula: C11H12O3
PN: 2629-1-1M
CAS: 29540-54-3
Molecule Weight: 192.214
Formula: C11H12O3
PN: 2729-1-X2
CAS: 94-02-0
Molecule Weight: 192.214
Formula: C11H12O3
PN: 2829-3-X3
CAS: 212755-77-6
Molecule Weight: 246.185
Formula: C11H9F3O3
![Ethyl 3-[2-(trifluoromethyl)phenyl]-3-oxopropanoate](data:image/png;base64,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)
PN: 2829-3-X0
CAS: 89424-17-9
Molecule Weight: 260.212
Formula: C12H11F3O3
PN: 2729-1-0V
CAS: 200404-35-9
Molecule Weight: 192.214
Formula: C11H12O3
TSCA: Not listed on TSCA inventory