| Product Number | 3730-3-44 |
| Synonyms | 4-[2-(4-Aminophenyl)-1,1,1,3,3,3-hexafluoropropan-2-yl]aniline; 4,4'-(Hexafluoroisopropylidene)dianiline; BIS-A-AF |
| Purity | 98 % |
| CAS | 1095-78-9 |
| MDL Number | MFCD00039146 |
| Molecular Formula | C15H12F6N2 |
| Molecular Weight | 334.265 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 5 g | 75 | In Stock | |
| 25 g | 195 | In Stock | |
| 100 g | 375 | In Stock | |
| Bulk | Contact for Price | In Stock |
PN: 3730-3-44
CAS: 1095-78-9
Molecule Weight: 334.265
Formula: C15H12F6N2
PN: 4749-3-X0
CAS: 10224-18-7
Molecule Weight: 386.253
Formula: C17H8F6N2O2
PN: 3630-3-0C
CAS: 131395-17-0
Molecule Weight: 175.154
Formula: C8H8F3N
PN: 3830-3-Y9
CAS: 47250-53-3
Molecule Weight: 334.265
Formula: C15H12F6N2
PN: 3730-1-W8
CAS: 2479-47-2
Molecule Weight: 226.323
Formula: C15H18N2
PN: 1700-3-22
CAS: 1095-77-8
Molecule Weight: 332.289
Formula: C17H14F6
PN: 4656-3-21
CAS: 722-92-9
Molecule Weight: 259.151
Formula: C9H7F6NO
![4,4'-[1,4-Phenylenebis(1-Methyl-ethylidene)]bisaniline](data:image/png;base64,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)
PN: 3730-1-09
CAS: 2716-10-1
Molecule Weight: 344.502
Formula: C24H28N2
Melting Point: 200-202 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2922.29.6100
EINECS: 600-922-9