![[2-Fluoro-5-(trifluoromethyl)phenyl]hydrazine hydrochloride](data:image/png;base64,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)
| Product Number | 3839-7-07 |
| Purity | 96 % |
| CAS | 1092958-56-9 |
| MDL Number | MFCD06738805 |
| Molecular Formula | C7H7ClF4N2 |
| Molecular Weight | 230.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![[2-Fluoro-5-(trifluoromethyl)phenyl]hydrazine](data:image/png;base64,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)
PN: 3839-3-06
CAS: 1093059-58-5
Molecule Weight: 194.133
Formula: C7H6F4N2
PN: 3839-7-07
CAS: 1092958-56-9
Molecule Weight: 230.59
Formula: C7H7ClF4N2
PN: 3830-3-08
CAS: 535-52-4
Molecule Weight: 179.118
Formula: C7H5F4N
PN: 3839-7-X6
CAS: 502496-22-2
Molecule Weight: 230.59
Formula: C7H7ClF4N2
![[4-Fluoro-3-(trifluoromethyl)phenyl]hydrazine](data:image/png;base64,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)
PN: 3839-3-01
CAS: 105224-02-0
Molecule Weight: 194.133
Formula: C7H6F4N2
PN: 3730-3-1C
CAS: 1374298-68-6
Molecule Weight: 161.127
Formula: C7H6F3N
PN: 3839-7-03
CAS: 3107-33-3
Molecule Weight: 212.6
Formula: C7H8ClF3N2
PN: 3839-3-03
CAS: 368-78-5
Molecule Weight: 176.142
Formula: C7H7F3N2
TSCA: Not listed on TSCA inventory