| Product Number | 2607-B-45 |
| Synonyms | 1-(Bromomethyl)-4-(4-fluorophenoxy)benzene; 4-(Bromomethyl)-4'-fluorodiphenyl ether |
| CAS | 83642-03-9 |
| MDL Number | MFCD15146807 |
| Molecular Formula | C13H10BrFO |
| Molecular Weight | 281.124 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2607-B-45
CAS: 83642-03-9
Molecule Weight: 281.124
Formula: C13H10BrFO
![1-[4-(Bromomethyl)phenoxy]-3-fluorobenzene](data:image/png;base64,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)
PN: 2707-B-0M
CAS: 1355171-43-5
Molecule Weight: 281.124
Formula: C13H10BrFO
PN: 2707-9-0F
CAS: 78805-82-0
Molecule Weight: 277.161
Formula: C14H13BrO
PN: 2607-3-1Z
CAS: 167091-96-5
Molecule Weight: 218.227
Formula: C13H11FO2
PN: 2707-B-0P
CAS: 1355170-91-0
Molecule Weight: 281.124
Formula: C13H10BrFO
PN: 2707-B-X1
CAS: 65295-58-1
Molecule Weight: 281.124
Formula: C13H10BrFO
PN: 2615-3-1C
CAS: 137736-06-2
Molecule Weight: 216.211
Formula: C13H9FO2
TSCA: Not listed on TSCA inventory
