| Product Number | 3630-5-Y9 |
| Synonyms | 4'-Chloro-[1,1'-biphenyl]-2-amine hydrochloride |
| CAS | 1204-44-0 |
| MDL Number | MFCD05861441 |
| Molecular Formula | C12H11Cl2N |
| Molecular Weight | 240.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3630-5-Y9
CAS: 1204-44-0
Molecule Weight: 240.13
Formula: C12H11Cl2N
![3'-Chloro-[1,1-biphenyl]-2-amine hydrochloride](data:image/png;base64,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)
PN: 3630-5-Z0
CAS: 1172032-93-7
Molecule Weight: 240.13
Formula: C12H11Cl2N
PN: 3630-7-Z3
CAS: 188731-34-2
Molecule Weight: 221.66
Formula: C12H9ClFN
![4'-Chloro-[1,1'-biphenyl]-3-amine hydrochloride](data:image/png;base64,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)
PN: 3630-5-06
CAS: 1172831-13-8
Molecule Weight: 240.13
Formula: C12H11Cl2N
PN: 3730-5-Y4
CAS: 1204-43-9
Molecule Weight: 219.71
Formula: C13H14ClN
TSCA: Not listed on TSCA inventory
EINECS: 601-706-7
