| Product Number | 2621-1-38 |
| Synonyms | 3'-Methoxy-[1,1'-biphenyl]-4-carboxylic acid |
| CAS | 5783-36-8 |
| MDL Number | MFCD03424601 |
| Molecular Formula | C14H12O3 |
| Molecular Weight | 228.247 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
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
![3'-(Trifluoromethoxy)[1,1'-biphenyl]-4-carboxylic acid](data:image/png;base64,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)
PN: 2621-3-0Z
CAS: 1093758-81-6
Molecule Weight: 282.218
Formula: C14H9F3O3
PN: 2629-1-1P
CAS: 579511-01-6
Molecule Weight: 228.247
Formula: C14H12O3
![1-(3'-Methoxy[1,1'-biphenyl]-4-yl)ethan-1-one](data:image/png;base64,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)
PN: 2617-1-Z7
CAS: 76650-30-1
Molecule Weight: 226.275
Formula: C15H14O2
![4'-Methoxy[1,1'-biphenyl]-4-carboxylic acid](data:image/png;base64,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)
PN: 2621-1-37
CAS: 725-14-4
Molecule Weight: 228.247
Formula: C14H12O3
PN: 2H21-1-0J
CAS: 193151-97-2
Molecule Weight: 242.23
Formula: C14H10O4
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory