| Product Number | 4756-9-00 |
| Synonyms | 4-Hydroxybenzylamine hydrobromide; (4-Hydroxyphenyl)methylamine hydrobromide |
| Purity | 97 % |
| CAS | 90430-14-1 |
| MDL Number | MFCD02258769 |
| Molecular Formula | C7H10BrNO |
| Molecular Weight | 204.067 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4756-9-00
CAS: 90430-14-1
Molecule Weight: 204.067
Formula: C7H10BrNO
![4-[(Methylamino)methyl]phenol](data:image/png;base64,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)
PN: 4631-1-0Q
CAS: 78507-19-4
Molecule Weight: 137.182
Formula: C8H11NO
![4-[(Methylamino)methyl]phenol hydrochloride](data:image/png;base64,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)
PN: 4633-5-0A
CAS: 63989-88-8
Molecule Weight: 173.64
Formula: C8H12ClNO
![4-[(Dimethylamino)methyl]phenol](data:image/png;base64,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)
PN: 4632-1-0S
CAS: 103-87-7
Molecule Weight: 151.209
Formula: C9H13NO
![4-[(1R)-1-Aminoethyl]phenol](data:image/png;base64,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)
PN: 4H56-1-U2
CAS: 134855-88-2
Molecule Weight: 137.182
Formula: C8H11NO
Melting Point: 200-203 ℃
TSCA: Not listed on TSCA inventory
