| Product Number | 2707-9-0K |
| CAS | 1427460-32-9 |
| MDL Number | MFCD16556316 |
| Molecular Formula | C15H15BrO |
| Molecular Weight | 291.188 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2707-9-0K
CAS: 1427460-32-9
Molecule Weight: 291.188
Formula: C15H15BrO
![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: 2707-9-0L
CAS: 1427460-35-2
Molecule Weight: 277.161
Formula: C14H13BrO
![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
PN: 2707-9-0G
CAS: 1427460-79-4
Molecule Weight: 319.242
Formula: C17H19BrO
![[2-(3,4-Dimethylphenoxy)phenyl]methanol](data:image/png;base64,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)
PN: 2707-1-0H
CAS: 1039866-07-3
Molecule Weight: 228.291
Formula: C15H16O2
PN: 2715-1-47
CAS: 289718-16-7
Molecule Weight: 226.275
Formula: C15H14O2
TSCA: Not listed on TSCA inventory
