| Product Number | 3730-9-Y6 |
| Synonyms | (Bromophenyl)methylamine |
| Purity | 98 % |
| CAS | 3959-07-7 |
| MDL Number | MFCD00047931 |
| Molecular Formula | C7H8BrN |
| Molecular Weight | 186.052 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3730-D-X3
CAS: 26177-44-6
Molecule Weight: 222.51
Formula: C7H9BrClN
![[(4-Bromophenyl)methyl]hydrazine hydrochloride](data:image/png;base64,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)
PN: 3639-D-00
CAS: 1727-08-8
Molecule Weight: 237.53
Formula: C7H10BrClN2
PN: 3632-9-X0
CAS: 6274-57-3
Molecule Weight: 214.106
Formula: C9H12BrN
PN: 3730-D-03
CAS: 1171381-49-9
Molecule Weight: 236.54
Formula: C8H11BrClN
PN: 3730-D-01
CAS: 5465-63-4
Molecule Weight: 222.51
Formula: C7H9BrClN
Melting Point: 25 ℃
Boiling Point: 110-112 ℃
Density: 1.47
Flash Point: >110 ℃
TSCA: Not listed on TSCA inventory
EINECS: 223-559-4
