| Product Number | 3730-9-Y5 |
| Synonyms | (2-Bromophenyl)methylamine |
| Purity | 98.0 % |
| CAS | 3959-05-5 |
| MDL Number | MFCD00025572 |
| Molecular Formula | C7H8BrN |
| Molecular Weight | 186.052 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3730-D-01
CAS: 5465-63-4
Molecule Weight: 222.51
Formula: C7H9BrClN
![[(2-Bromophenyl)methyl]hydrazine dihydrochloride](data:image/png;base64,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)
PN: 3739-9-02
CAS: 1349718-46-2
Molecule Weight: 273.98
Formula: C7H11BrCl2N2
PN: 3632-9-X1
CAS: 1976-04-1
Molecule Weight: 214.106
Formula: C9H12BrN
PN: 3730-D-X3
CAS: 26177-44-6
Molecule Weight: 222.51
Formula: C7H9BrClN
PN: 3730-9-20
CAS: 1177558-32-5
Molecule Weight: 200.079
Formula: C8H10BrN
Boiling Point: 118-119 ℃
DOT/IATA/IMDG: UN 2735 - HC 8 - PG III
TSCA: Not listed on TSCA inventory
