| Product Number | 2721-3-22 |
| Synonyms | 4,4'-(Hexafluoroisopropylidene)bis(benzoic acid); 4-[2-(4-Carboxyphenyl)-1,1,1,3,3,3-hexafluoropropan-2-yl]benzoic acid; BIS-B-AF |
| Purity | 98 % |
| CAS | 1171-47-7 |
| MDL Number | MFCD00040931 |
| Molecular Formula | C17H10F6O4 |
| Molecular Weight | 392.253 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 5 g | 65 | In Stock | |
| 25 g | 150 | In Stock | |
| Bulk | Contact for Price | In Stock |
PN: 2721-3-22
CAS: 1171-47-7
Molecule Weight: 392.253
Formula: C17H10F6O4
PN: 2629-3-Y5
CAS: 16261-80-6
Molecule Weight: 288.145
Formula: C10H6F6O3
![Methyl 4-[2,2,2-trifluoro-1-hydroxy-1-(trifluoromethyl)ethyl]benzoate](data:image/png;base64,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)
PN: 2623-3-3H
CAS: 721961-57-5
Molecule Weight: 302.172
Formula: C11H8F6O3
![4-[2,2,2-Trifluoro-1-hydroxy-1-(trifluoromethyl)ethyl]benzaldehyde](data:image/png;base64,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)
PN: 2620-3-41
CAS: 88911-87-9
Molecule Weight: 272.146
Formula: C10H6F6O2
PN: 2629-3-04
CAS: 58808-59-6
Molecule Weight: 218.131
Formula: C9H5F3O3
PN: 1700-3-22
CAS: 1095-77-8
Molecule Weight: 332.289
Formula: C17H14F6
PN: 2721-1-22
CAS: 620-86-0
Molecule Weight: 212.248
Formula: C14H12O2
PN: 2721-1-24
CAS: 790-83-0
Molecule Weight: 256.257
Formula: C15H12O4
Melting Point: 272-275 ℃
Density: 1.5
Hazard Statement: H315-H319-H335
TSCA: Listed on TSCA inventory
HTN: 2916.39.4600