| Product Number | 2616-5-29 |
| Synonyms | 2-[(Propan-2-yl)oxy]benzoyl chloride |
| CAS | 66849-11-4 |
| MDL Number | MFCD11111058 |
| Molecular Formula | C10H11ClO2 |
| Molecular Weight | 198.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2616-5-29
CAS: 66849-11-4
Molecule Weight: 198.65
Formula: C10H11ClO2
![2-[(Tetrahydro-2H-pyran-4-yl)oxy]benzoyl chloride](data:image/png;base64,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)
PN: 2H16-5-Y2
CAS: 906352-68-9
Molecule Weight: 240.68
Formula: C12H13ClO3
TSCA: Not listed on TSCA inventory
