| Product Number | 3839-7-X7 |
| Synonyms | 1,4-Bis(trifluoromethyl)-2-hydrazinobenzene hydrochloride |
| CAS | 518057-67-5 |
| MDL Number | MFCD03788549 |
| Molecular Formula | C8H7ClF6N2 |
| Molecular Weight | 280.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3839-7-X7
CAS: 518057-67-5
Molecule Weight: 280.6
Formula: C8H7ClF6N2
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
![[2-Methyl-3-(trifluoromethyl)phenyl]hydrazine](data:image/png;base64,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)
PN: 3839-3-07
CAS: 922511-03-3
Molecule Weight: 190.169
Formula: C8H9F3N2
![[2-Methyl-3-(trifluoromethyl)phenyl]hydrazine hydrochloride](data:image/png;base64,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)
PN: 3839-7-08
CAS: 1263378-69-3
Molecule Weight: 226.63
Formula: C8H10ClF3N2
PN: 3830-3-60
CAS: 328-93-8
Molecule Weight: 229.125
Formula: C8H5F6N
PN: 3830-3-Y0
CAS: 25449-96-1
Molecule Weight: 175.154
Formula: C8H8F3N
PN: 3839-7-02
CAS: 3107-34-4
Molecule Weight: 212.6
Formula: C7H8ClF3N2
TSCA: Not listed on TSCA inventory