| Product Number | 4656-9-0W |
| Synonyms | beta-Amino-3-bromobenzenepropanol |
| CAS | 254427-26-4 |
| MDL Number | MFCD10034636 |
| Molecular Formula | C9H12BrNO |
| Molecular Weight | 230.105 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-9-0W
CAS: 254427-26-4
Molecule Weight: 230.105
Formula: C9H12BrNO
PN: 4657-9-R0
CAS: 99295-78-0
Molecule Weight: 244.088
Formula: C9H10BrNO2
PN: 4757-9-S1
CAS: 82311-69-1
Molecule Weight: 244.088
Formula: C9H10BrNO2
PN: 4658-D-03
CAS: 880347-43-3
Molecule Weight: 294.57
Formula: C10H13BrClNO2
PN: 4656-9-0V
CAS: 1260786-87-5
Molecule Weight: 230.105
Formula: C9H12BrNO
![[4-(3-Bromophenyl)oxan-4-yl]methanaminehydrochloride](data:image/png;base64,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)
PN: 4H56-D-16
CAS: 1193388-26-9
Molecule Weight: 306.63
Formula: C12H17BrClNO
PN: 2721-9-06
CAS: 42287-90-1
Molecule Weight: 229.073
Formula: C9H9BrO2
TSCA: Not listed on TSCA inventory
