| Product Number | 2716-5-00 |
| Synonyms | 1-(Chlorocarbonyl)-1-phenylcyclobutane |
| CAS | 4620-67-1 |
| MDL Number | MFCD09903688 |
| Molecular Formula | C11H11ClO |
| Molecular Weight | 194.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2716-5-00
CAS: 4620-67-1
Molecule Weight: 194.66
Formula: C11H11ClO
PN: 2716-7-24
CAS: 151157-31-2
Molecule Weight: 212.65
Formula: C11H10ClFO
PN: 2716-7-22
CAS: 1175796-63-0
Molecule Weight: 226.68
Formula: C12H12ClFO
![2-[4-(Isobutyl)phenyl]propionyl chloride](data:image/png;base64,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)
PN: 2716-5-03
CAS: 34715-60-1
Molecule Weight: 224.73
Formula: C13H17ClO
PN: 2716-7-21
CAS: 1176030-00-4
Molecule Weight: 198.62
Formula: C10H8ClFO
TSCA: Not listed on TSCA inventory
