| Product Number | 4630-1-2K |
| Purity | 98 % |
| CAS | 383870-84-6 |
| MDL Number | MFCD20702469 |
| Molecular Formula | C13H13NO |
| Molecular Weight | 199.253 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![3'-Methoxy[1,1'-biphenyl]-3-amine](data:image/png;base64,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)
PN: 4630-1-00
CAS: 400748-70-1
Molecule Weight: 199.253
Formula: C13H13NO
![3'-Benzyloxy[1,1-biphenyl]-3-amine](data:image/png;base64,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)
PN: 4756-1-56
CAS: 400744-17-4
Molecule Weight: 275.351
Formula: C19H17NO
![3'-Methoxy-[1,1'-biphenyl]-4-amine hydrochloride](data:image/png;base64,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)
PN: 4656-5-T5
CAS: 207287-79-4
Molecule Weight: 235.71
Formula: C13H14ClNO
![3'-Methoxy-[1,1'-biphenyl]-2-amine hydrochloride](data:image/png;base64,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)
PN: 4656-5-T6
CAS: 1082749-15-2
Molecule Weight: 235.71
Formula: C13H14ClNO
TSCA: Not listed on TSCA inventory
