| Product Number | 2629-3-0R |
| Synonyms | Ethyl 3-ethoxy-2-(2,4,5-trifluorobenzoyl)prop-2-enoate; Ethyl 3-ethoxy-2-(2,4,5-trifluorobenzoyl)acrylate |
| CAS | 101799-75-1 |
| MDL Number | MFCD28502721 |
| Molecular Formula | C14H13F3O4 |
| Molecular Weight | 302.249 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2629-3-0R
CAS: 101799-75-1
Molecule Weight: 302.249
Formula: C14H13F3O4
PN: 2623-B-0A
CAS: 104222-47-1
Molecule Weight: 381.145
Formula: C14H12BrF3O4
PN: 2629-3-Z0
CAS: 98349-24-7
Molecule Weight: 246.185
Formula: C11H9F3O3
PN: 2629-3-05
CAS: 3516-87-8
Molecule Weight: 282.166
Formula: C11H7F5O3
PN: 2629-3-11
CAS: 94695-50-8
Molecule Weight: 264.176
Formula: C11H8F4O3
![Ethyl 3-[(1-hydroxyprop-2-yl)amino]-2-(2,3,4,5-tetrafluorobenzoyl)acrylate](data:image/png;base64,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)
PN: 4656-3-7W
CAS: 113933-52-1
Molecule Weight: 349.282
Formula: C15H15F4NO4
TSCA: Not listed on TSCA inventory