| Product Number | 2701-1-1E |
| Purity | 98 % |
| CAS | 76350-90-8 |
| MDL Number | MFCD00134200 |
| Molecular Formula | C14H14O |
| Molecular Weight | 198.265 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![(3'-Methyl-[1,1'-biphenyl]-3-yl)methanol](data:image/png;base64,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)
PN: 2701-1-55
CAS: 773872-41-6
Molecule Weight: 198.265
Formula: C14H14O
PN: 2701-1-54
CAS: 773872-33-6
Molecule Weight: 198.265
Formula: C14H14O
PN: 2701-1-52
CAS: 114772-78-0
Molecule Weight: 198.265
Formula: C14H14O
![2-Methyl-[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2721-1-1A
CAS: 115363-11-6
Molecule Weight: 212.248
Formula: C14H12O2
TSCA: Listed on TSCA inventory
