| Product Number | 2607-D-X6 |
| Synonyms | 1-(2-Bromoethoxy)-2,4-dichlorobenzene; 2-Bromoethyl 2,4-dichlorophenyl ether |
| CAS | 6954-77-4 |
| MDL Number | MFCD00043464 |
| Molecular Formula | C8H7BrCl2O |
| Molecular Weight | 269.95 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2607-D-X6
CAS: 6954-77-4
Molecule Weight: 269.95
Formula: C8H7BrCl2O
PN: 2607-D-06
CAS: 26378-23-4
Molecule Weight: 304.39
Formula: C8H6BrCl3O
PN: 2607-5-05
CAS: 120-67-2
Molecule Weight: 207.05
Formula: C8H8Cl2O2
![1,3,5-Trichloro-2-[2-(2,4,6-trichlorophenoxy)ethoxy]benzene](data:image/png;base64,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)
PN: 2608-5-04
CAS: 51661-17-7
Molecule Weight: 420.92
Formula: C14H8Cl6O2
PN: 4637-5-Y5
CAS: 3956-63-6
Molecule Weight: 202.03
Formula: C8H5Cl2NO
PN: 2607-5-13
CAS: 98919-13-2
Molecule Weight: 221.08
Formula: C9H10Cl2O2
PN: 2907-5-X0
CAS: 17061-90-4
Molecule Weight: 201.05
Formula: C9H6Cl2O
Boiling Point: 120-130 ℃
TSCA: Not listed on TSCA inventory
HTN: 2909.30.4000
