| Product Number | 4656-5-T2 |
| Synonyms | 4-(4-Methoxyphenyl)aniline hydrochloride; 4'-Methoxy-[1,1'-biphenyl]-4-amine hydrochloride |
| CAS | 13219-33-5 |
| MDL Number | MFCD08445549 |
| Molecular Formula | C13H14ClNO |
| Molecular Weight | 235.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-5-T2
CAS: 13219-33-5
Molecule Weight: 235.71
Formula: C13H14ClNO
![4'-Methoxy-[1,1'-biphenyl]-2-amine hydrochloride](data:image/png;base64,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)
PN: 4656-5-34
CAS: 93189-05-0
Molecule Weight: 235.71
Formula: C13H14ClNO
PN: 4656-5-T3
CAS: 1170850-81-3
Molecule Weight: 235.71
Formula: C13H14ClNO
PN: 4656-1-22
CAS: 13080-85-8
Molecule Weight: 368.436
Formula: C24H20N2O2
PN: 4656-5-16
CAS: 107624-16-8
Molecule Weight: 235.71
Formula: C13H14ClNO
PN: 2707-1-47
CAS: 16881-71-3
Molecule Weight: 200.237
Formula: C13H12O2
TSCA: Not listed on TSCA inventory
