| Product Number | 3730-1-33 |
| Purity | 98 % |
| CAS | 80938-67-6 |
| MDL Number | MFCD00270126 |
| Molecular Formula | C13H13N |
| Molecular Weight | 183.254 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![4'-Methyl [1,1'-biphenyl]-3-amine](data:image/png;base64,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)
PN: 3730-1-51
CAS: 400751-16-8
Molecule Weight: 183.254
Formula: C13H13N
![2'-Methyl [1,1'-biphenyl]-3-amine](data:image/png;base64,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)
PN: 3730-1-50
CAS: 400745-54-2
Molecule Weight: 183.254
Formula: C13H13N
PN: 3730-1-0S
CAS: 783325-73-5
Molecule Weight: 197.281
Formula: C14H15N
![3'-Methyl [1,1'-biphenyl]-3-amine hydrochloride](data:image/png;base64,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)
PN: 3730-5-25
CAS: 1049731-90-9
Molecule Weight: 219.71
Formula: C13H14ClN
PN: 3730-5-Y4
CAS: 1204-43-9
Molecule Weight: 219.71
Formula: C13H14ClN
PN: 4630-5-17
CAS: 868272-85-9
Molecule Weight: 396.13
Formula: C12H22Cl4N4O2
Melting Point: 58-60 ℃
TSCA: Not listed on TSCA inventory
