| Product Number | 1700-5-Z5 |
| Synonyms | 4-Phenylbenzyl chloride |
| CAS | 1667-11-4 |
| MDL Number | MFCD00000917 |
| Molecular Formula | C13H11Cl |
| Molecular Weight | 202.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 25 g | 125 | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 1700-5-35
CAS: 1667-10-3
Molecule Weight: 251.15
Formula: C14H12Cl2
PN: 2616-5-Y0
CAS: 14002-51-8
Molecule Weight: 216.66
Formula: C13H9ClO
![[1,1'-Biphenyl]-4,4'-dicarbonyl dichloride](data:image/png;base64,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)
PN: 2616-5-11
CAS: 2351-37-3
Molecule Weight: 279.12
Formula: C14H8Cl2O2
Melting Point: 71-73 ℃
Boiling Point: 140 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
EINECS: 216-786-5
