| Product Number | 2621-3-2W |
| CAS | 1082565-35-2 |
| MDL Number | MFCD11577109 |
| Molecular Formula | C13H9FO2 |
| Molecular Weight | 216.211 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-3-2W
CAS: 1082565-35-2
Molecule Weight: 216.211
Formula: C13H9FO2
![3'-Fluoro-[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2621-3-X3
CAS: 168619-04-3
Molecule Weight: 216.211
Formula: C13H9FO2
![4'-Fluoro-[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2621-3-X4
CAS: 10540-39-3
Molecule Weight: 216.211
Formula: C13H9FO2
![3'-Fluoro-4-hydroxy-[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2629-3-12
CAS: 22494-43-5
Molecule Weight: 232.21
Formula: C13H9FO3
![2'-Fluoro-[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2621-3-X2
CAS: 103978-23-0
Molecule Weight: 216.211
Formula: C13H9FO2
![3'-Fluoro-[1,1'-biphenyl]-3-carbaldehyde](data:image/png;base64,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)
PN: 2615-3-X2
CAS: 400750-09-6
Molecule Weight: 200.212
Formula: C13H9FO
PN: 2621-3-2E
CAS: 177942-40-4
Molecule Weight: 216.211
Formula: C13H9FO2
PN: 2621-3-2V
CAS: 146328-84-9
Molecule Weight: 216.211
Formula: C13H9FO2
TSCA: Not listed on TSCA inventory