| Product Number | 2608-9-X9 |
| Purity | 97 % |
| CAS | 20469-65-2 |
| MDL Number | MFCD06200685 |
| Molecular Formula | C8H9BrO2 |
| Molecular Weight | 217.062 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2608-9-X9
CAS: 20469-65-2
Molecule Weight: 217.062
Formula: C8H9BrO2
PN: 2607-9-03
CAS: 2675-79-8
Molecule Weight: 247.088
Formula: C9H11BrO3
![1-Bromo-3-[3-(3-bromophenoxy)phenoxy]benzene](data:image/png;base64,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)
PN: 2608-9-02
CAS: 32220-74-9
Molecule Weight: 420.1
Formula: C18H12Br2O2
Melting Point: 62-67 ℃
Hazard Statement: H302-H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2909.30.4000
