| Product Number | 2921-7-17 |
| Synonyms | 3-[4-Chloro-2-(trifluoromethyl)phenyl]prop-2-enoic acid |
| CAS | 773132-29-9 |
| MDL Number | MFCD06205746 |
| Molecular Formula | C10H6ClF3O2 |
| Molecular Weight | 250.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2921-7-17
CAS: 773132-29-9
Molecule Weight: 250.6
Formula: C10H6ClF3O2
PN: 2921-7-20
CAS: 773129-56-9
Molecule Weight: 250.6
Formula: C10H6ClF3O2
PN: 2921-3-52
CAS: 98386-81-3
Molecule Weight: 216.159
Formula: C10H7F3O2
PN: 2921-3-79
CAS: 231291-18-2
Molecule Weight: 234.15
Formula: C10H6F4O2
![3-[2-Chloro-4-(trifluoromethyl)phenyl]acrylic acid](data:image/png;base64,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)
PN: 2921-7-00
CAS: 260046-89-7
Molecule Weight: 250.6
Formula: C10H6ClF3O2
PN: 2921-3-09
CAS: 243977-21-1
Molecule Weight: 234.15
Formula: C10H6F4O2
PN: 2921-3-46
CAS: 773129-10-5
Molecule Weight: 284.157
Formula: C11H6F6O2
PN: 2921-3-80
CAS: 1017779-24-6
Molecule Weight: 230.186
Formula: C11H9F3O2
TSCA: Not listed on TSCA inventory
HTN: 2916.39.4600