| Product Number | 2707-9-X7 |
| Synonyms | 1-(Bromomethyl)-2-phenoxybenzene |
| Purity | 90 % |
| CAS | 82657-72-5 |
| MDL Number | MFCD01320513 |
| 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: 2707-9-0L
CAS: 1427460-35-2
Molecule Weight: 277.161
Formula: C14H13BrO
PN: 2707-9-0Q
CAS: 74744-80-2
Molecule Weight: 342.03
Formula: C13H10Br2O
![1-[2-(Bromomethyl)phenoxy]-3,5-dimethylbenzene](data:image/png;base64,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)
PN: 2707-9-0N
CAS: 1427460-98-7
Molecule Weight: 291.188
Formula: C15H15BrO
PN: 2707-B-0P
CAS: 1355170-91-0
Molecule Weight: 281.124
Formula: C13H10BrFO
PN: 2707-1-26
CAS: 4731-34-4
Molecule Weight: 198.265
Formula: C14H14O
PN: 2707-9-0M
CAS: 1427461-06-0
Molecule Weight: 319.242
Formula: C17H19BrO
PN: 2707-9-0K
CAS: 1427460-32-9
Molecule Weight: 291.188
Formula: C15H15BrO
DOT/IATA/IMDG: UN 1759 - HC 8 - PG III
TSCA: Not listed on TSCA inventory
HTN: 2909.30.4000