| Product Number | 4656-5-37 |
| Synonyms | 2-(2-Methoxyphenyl)aniline hydrochloride |
| CAS | 1206-76-4 |
| MDL Number | MFCD00453405 |
| Molecular Formula | C13H14ClNO |
| Molecular Weight | 235.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-5-37
CAS: 1206-76-4
Molecule Weight: 235.71
Formula: C13H14ClNO
![2'-Methoxy-[1,1'-biphenyl]-4-amine hydrochloride](data:image/png;base64,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)
PN: 4556-5-02
CAS: 824414-16-6
Molecule Weight: 235.71
Formula: C13H14ClNO
PN: 4656-3-X6
CAS: 175676-54-7
Molecule Weight: 253.224
Formula: C13H10F3NO
PN: 4656-5-14
CAS: 206761-86-6
Molecule Weight: 235.71
Formula: C13H14ClNO
PN: 4656-1-3L
CAS: 96923-01-2
Molecule Weight: 199.253
Formula: C13H13NO
![2'-Benzyloxy[1,1-biphenyl]-2-amine hydrochloride](data:image/png;base64,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)
PN: 4756-5-Y0
CAS: 1170524-29-4
Molecule Weight: 311.81
Formula: C19H18ClNO
![2'-Methoxy-[1,1'-biphenyl]-3-amine hydrochloride](data:image/png;base64,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)
PN: 4656-5-T7
CAS: 676348-37-1
Molecule Weight: 235.71
Formula: C13H14ClNO
PN: 4656-5-13
CAS: 92028-21-2
Molecule Weight: 235.71
Formula: C13H14ClNO
TSCA: Not listed on TSCA inventory