![3'-(Trifluoromethoxy)[1,1'-biphenyl]-4-carboxylic 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)
| Product Number | 2621-3-0Z |
| Purity | 97 % |
| CAS | 1093758-81-6 |
| MDL Number | MFCD11519023 |
| Molecular Formula | C14H9F3O3 |
| Molecular Weight | 282.218 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-3-0Z
CAS: 1093758-81-6
Molecule Weight: 282.218
Formula: C14H9F3O3
PN: 2621-1-38
CAS: 5783-36-8
Molecule Weight: 228.247
Formula: C14H12O3
PN: 2621-1-94
CAS: 81443-43-8
Molecule Weight: 242.274
Formula: C15H14O3
![3-Methoxy-[1,1'-biphenyl]-4'-carboxaldehyde](data:image/png;base64,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)
PN: 2617-1-Z6
CAS: 209863-09-2
Molecule Weight: 212.248
Formula: C14H12O2
PN: 2621-3-53
CAS: 1014-81-9
Molecule Weight: 206.12
Formula: C8H5F3O3
PN: 2629-1-1P
CAS: 579511-01-6
Molecule Weight: 228.247
Formula: C14H12O3
PN: 2621-3-83
CAS: 4837-19-8
Molecule Weight: 188.13
Formula: C8H6F2O3
TSCA: Not listed on TSCA inventory