| Product Number | 2721-9-Y1 |
| Purity | 97.0 % |
| CAS | 13737-36-5 |
| MDL Number | MFCD00010632 |
| Molecular Formula | C9H9BrO2 |
| Molecular Weight | 229.073 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2721-9-Y1
CAS: 13737-36-5
Molecule Weight: 229.073
Formula: C9H9BrO2
![2-[4-(Bromomethyl)phenyl]propanoic acid](data:image/png;base64,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)
PN: 2721-9-Y4
CAS: 111128-12-2
Molecule Weight: 243.1
Formula: C10H11BrO2
PN: P612-A-83
CAS: 7398-42-7
Molecule Weight: 243.1
Formula: C10H11BrO2
PN: 2621-9-28
CAS: 4870-65-9
Molecule Weight: 215.046
Formula: C8H7BrO2
PN: 2721-1-Y7
CAS: 32857-63-9
Molecule Weight: 192.258
Formula: C12H16O2
PN: 2721-1-Y8
CAS: 4476-28-2
Molecule Weight: 178.231
Formula: C11H14O2
Melting Point: 179-183 ℃
TSCA: Not listed on TSCA inventory
HTN: 2916.39.4600
EINECS: 604-016-4
