| Product Number | 2707-5-00 |
| Synonyms | 4-Chloromethyl-alpha-phenylanisole |
| Purity | 97 % |
| CAS | 836-42-0 |
| MDL Number | MFCD00000916 |
| Molecular Formula | C14H13ClO |
| Molecular Weight | 232.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2707-9-29
CAS: 5544-60-5
Molecule Weight: 277.161
Formula: C14H13BrO
![[4-(Benzyloxy)phenyl]acetylene](data:image/png;base64,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)
PN: 2907-1-0E
CAS: 84284-70-8
Molecule Weight: 208.26
Formula: C15H12O
TSCA: Not listed on TSCA inventory
