| Product Number | 2821-3-14 |
| Synonyms | 4-(Carboxymethyl)benzotrifluoride |
| Purity | 98 % |
| CAS | 32857-62-8 |
| MDL Number | MFCD00004352 |
| Molecular Formula | C9H7F3O2 |
| Molecular Weight | 204.148 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | In Stock | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2821-3-14
CAS: 32857-62-8
Molecule Weight: 204.148
Formula: C9H7F3O2
![2-Methyl-2-[4-(trifluoromethyl)phenyl]propanoic acid](data:image/png;base64,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)
PN: 2821-3-1B
CAS: 32445-89-9
Molecule Weight: 232.202
Formula: C11H11F3O2
PN: 2823-3-05
CAS: 135325-18-7
Molecule Weight: 218.175
Formula: C10H9F3O2
PN: 2829-3-0A
CAS: 79478-02-7
Molecule Weight: 218.131
Formula: C9H5F3O3
![2,2-Difluoro-2-[4-(trifluoromethyl)phenyl]acetic acid](data:image/png;base64,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)
PN: 2821-3-0Y
CAS: 73790-11-1
Molecule Weight: 240.129
Formula: C9H5F5O2
![2-[4-(Carboxymethyl)phenyl]-2,2-difluoroacetic acid](data:image/png;base64,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)
PN: 2621-3-4M
CAS: 1436389-36-4
Molecule Weight: 230.167
Formula: C10H8F2O4
PN: 2823-3-X3
CAS: 721-63-1
Molecule Weight: 232.202
Formula: C11H11F3O2
PN: 2721-3-0J
CAS: 131323-10-9
Molecule Weight: 186.158
Formula: C9H8F2O2
Melting Point: 83-85 ℃
Density: 0.936
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090
EINECS: 251-263-5