| Product Number | 2916-5-04 |
| Purity | 98 % |
| CAS | 77251-75-3 |
| MDL Number | MFCD11108003 |
| Molecular Formula | C11H11ClO2 |
| Molecular Weight | 210.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2916-5-04
CAS: 77251-75-3
Molecule Weight: 210.66
Formula: C11H11ClO2
![3-[4-(Trifluoromethoxy)phenyl]cinnamoyl chloride](data:image/png;base64,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)
PN: 2916-7-02
CAS: 306936-02-7
Molecule Weight: 250.6
Formula: C10H6ClF3O2
PN: 2921-1-15
CAS: 586960-22-7
Molecule Weight: 206.241
Formula: C12H14O3
PN: 2923-1-02
CAS: 15486-19-8
Molecule Weight: 206.197
Formula: C11H10O4
TSCA: Not listed on TSCA inventory
