| Product Number | 2707-9-X5 |
| Synonyms | 1-(Bromomethyl)-4-phenoxybenzene |
| Purity | 97 % |
| CAS | 36881-42-2 |
| MDL Number | MFCD04038693 |
| Molecular Formula | C13H11BrO |
| Molecular Weight | 263.134 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2707-9-0F
CAS: 78805-82-0
Molecule Weight: 277.161
Formula: C14H13BrO
PN: 2707-9-0B
CAS: 1427460-81-8
Molecule Weight: 291.188
Formula: C15H15BrO
![1-[4-(Bromomethyl)phenoxy]-3-methylbenzene](data:image/png;base64,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)
PN: 2707-9-0E
CAS: 95922-53-5
Molecule Weight: 277.161
Formula: C14H13BrO
![1-Bromo-4-[4-(bromomethyl)phenoxy]benzene](data:image/png;base64,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)
PN: 2707-9-0P
CAS: 1344045-86-8
Molecule Weight: 342.03
Formula: C13H10Br2O
PN: 2707-9-0D
CAS: 1427461-02-6
Molecule Weight: 319.242
Formula: C17H19BrO
PN: 2707-9-0C
CAS: 1427461-07-1
Molecule Weight: 305.215
Formula: C16H17BrO
Boiling Point: 157-160 ℃
DOT/IATA/IMDG: UN 1760 - HC 8 - PG III
TSCA: Not listed on TSCA inventory
HTN: 2909.30.4000
EINECS: 253-253-6
