| Product Number | 2629-1-W1 |
| Synonyms | 3-(4-Ethoxybenzoyl)propionic acid |
| Purity | 95 % |
| CAS | 53623-37-3 |
| MDL Number | MFCD00100659 |
| Molecular Formula | C12H14O4 |
| Molecular Weight | 222.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2629-1-W1
CAS: 53623-37-3
Molecule Weight: 222.24
Formula: C12H14O4
PN: 2629-1-62
CAS: 39496-82-7
Molecule Weight: 236.267
Formula: C13H16O4
PN: 2629-1-58
CAS: 3153-44-4
Molecule Weight: 208.213
Formula: C11H12O4
PN: 2629-1-63
CAS: 63471-88-5
Molecule Weight: 250.294
Formula: C14H18O4
![4-[4-(Hexyloxy)phenyl]-4-oxobutanoic acid](data:image/png;base64,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)
PN: 2629-1-64
CAS: 64779-14-2
Molecule Weight: 278.348
Formula: C16H22O4
![4-[4-(Octyloxy)phenyl]-4-oxobutanoic acid](data:image/png;base64,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)
PN: 2629-1-65
CAS: 100833-45-2
Molecule Weight: 306.402
Formula: C18H26O4
PN: 2629-1-W2
CAS: 39757-31-8
Molecule Weight: 236.223
Formula: C12H12O5
PN: 2721-1-62
CAS: 4521-28-2
Molecule Weight: 194.23
Formula: C11H14O3
Melting Point: 136-138 ℃
TSCA: Not listed on TSCA inventory