![[2-Chloro-5-(trifluoromethyl)phenyl]hydrazine hydrochloride](data:image/png;base64,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)
| Product Number | 3839-7-11 |
| CAS | 299163-40-9 |
| MDL Number | MFCD04966797 |
| Molecular Formula | C7H7Cl2F3N2 |
| Molecular Weight | 247.04 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3839-7-X1
CAS: 1869-22-3
Molecule Weight: 210.58
Formula: C7H6ClF3N2
PN: 3839-7-11
CAS: 299163-40-9
Molecule Weight: 247.04
Formula: C7H7Cl2F3N2
PN: 3830-7-04
CAS: 121-50-6
Molecule Weight: 195.57
Formula: C7H5ClF3N
PN: 3830-7-46
CAS: 34207-44-8
Molecule Weight: 210.58
Formula: C7H6ClF3N2
PN: 3839-7-05
CAS: 40566-70-9
Molecule Weight: 247.04
Formula: C7H7Cl2F3N2
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
PN: 3830-7-29
CAS: 6656-72-0
Molecule Weight: 230.01
Formula: C7H4Cl2F3N
TSCA: Not listed on TSCA inventory