![2-[(4-Fluorophenyl)methoxy]benzoic acid](data:image/png;base64,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)
| Product Number | 2721-3-1Y |
| CAS | 396-11-2 |
| MDL Number | MFCD02724829 |
| Molecular Formula | C14H11FO3 |
| Molecular Weight | 246.237 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2721-3-1Y
CAS: 396-11-2
Molecule Weight: 246.237
Formula: C14H11FO3
![5-Bromo-2-[(4-fluorophenyl)methoxy]benzoic acid](data:image/png;base64,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)
PN: 2721-B-16
CAS: 938243-43-7
Molecule Weight: 325.133
Formula: C14H10BrFO3
PN: 2717-3-33
CAS: 400878-24-2
Molecule Weight: 244.265
Formula: C15H13FO2
![2-[(4-Fluorophenyl)methoxy]naphthalene-1-carbaldehyde](data:image/png;base64,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)
PN: 2615-3-81
CAS: 428488-64-6
Molecule Weight: 280.298
Formula: C18H13FO2
PN: 2621-3-6V
CAS: 1378666-16-0
Molecule Weight: 198.193
Formula: C10H11FO3
PN: 2623-3-67
CAS: 204707-42-6
Molecule Weight: 184.166
Formula: C9H9FO3
TSCA: Not listed on TSCA inventory
