| Product Number | 2721-1-13 |
| Purity | 98 % |
| CAS | 10538-49-5 |
| MDL Number | MFCD00060325 |
| Molecular Formula | C11H14O4 |
| Molecular Weight | 210.229 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2721-1-13
CAS: 10538-49-5
Molecule Weight: 210.229
Formula: C11H14O4
PN: 2721-1-11
CAS: 10538-48-4
Molecule Weight: 210.229
Formula: C11H14O4
![3-[2-Methoxy-5-(trifluoromethoxy)phenyl]propionic acid](data:image/png;base64,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)
PN: 2621-3-1G
CAS: 1017779-17-7
Molecule Weight: 264.2
Formula: C11H11F3O4
PN: 2721-1-38
CAS: 6342-77-4
Molecule Weight: 180.203
Formula: C10H12O3
PN: 2721-1-39
CAS: 10516-71-9
Molecule Weight: 180.203
Formula: C10H12O3
PN: 2729-1-23
CAS: 21144-18-3
Molecule Weight: 196.202
Formula: C10H12O4
PN: 2721-1-Z3
CAS: 717-94-2
Molecule Weight: 210.229
Formula: C11H14O4
PN: 2721-1-29
CAS: 220285-28-9
Molecule Weight: 194.23
Formula: C11H14O3
Melting Point: 62-65 ℃
TSCA: Not listed on TSCA inventory