| Product Number | 2921-1-11 |
| Synonyms | 3-(4-Propoxyphenyl)acrylic acid; 3-(4-Propoxyphenyl)prop-2-enoic acid |
| Purity | 98 % |
| CAS | 69033-81-4 |
| MDL Number | MFCD00995149 |
| Molecular Formula | C12H14O3 |
| Molecular Weight | 206.241 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![3-[4-(3-Fluoropropoxy)phenyl]acrylic acid](data:image/png;base64,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)
PN: 2921-3-85
CAS: 695186-85-7
Molecule Weight: 224.231
Formula: C12H13FO3
PN: 2921-1-15
CAS: 586960-22-7
Molecule Weight: 206.241
Formula: C12H14O3
PN: 2921-1-Y4
CAS: 830-09-1
Molecule Weight: 178.187
Formula: C10H10O3
PN: 2923-1-02
CAS: 15486-19-8
Molecule Weight: 206.197
Formula: C11H10O4
PN: 2623-1-EC
CAS: 832-01-9
Molecule Weight: 192.214
Formula: C11H12O3
TSCA: Not listed on TSCA inventory
