| Product Number | 4654-7-X6 |
| Synonyms | 1-(Chlorodifluoromethoxy)-4-nitrobenzene |
| Purity | 97 % |
| CAS | 40750-71-8 |
| MDL Number | MFCD01820808 |
| Molecular Formula | C7H4ClF2NO3 |
| Molecular Weight | 223.56 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 250 mg | 95 | In Stock | |
| 1 g | 295 | In Stock | |
| 5 g | 995 | In Stock | |
| Bulk | Contact for Price | In Stock |
PN: 4654-7-X6
CAS: 40750-71-8
Molecule Weight: 223.56
Formula: C7H4ClF2NO3
PN: 4654-3-40
CAS: 1544-86-1
Molecule Weight: 189.118
Formula: C7H5F2NO3
PN: 4654-3-86
CAS: 713-65-5
Molecule Weight: 207.108
Formula: C7H4F3NO3
PN: 4654-3-7D
CAS: 1197236-32-0
Molecule Weight: 223.107
Formula: C7H4F3NO4
PN: 4656-7-X3
CAS: 39065-95-7
Molecule Weight: 193.58
Formula: C7H6ClF2NO
PN: 4654-B-X0
CAS: 81932-04-9
Molecule Weight: 268.014
Formula: C7H4BrF2NO3
PN: 4655-3-X2
CAS: 54939-58-1
Molecule Weight: 204.133
Formula: C7H6F2N2O3
![4-[Chloro(difluoro)methoxy]phenylhydrazine hydrochloride](data:image/png;base64,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)
PN: 4639-7-08
CAS: 1208769-23-6
Molecule Weight: 245.05
Formula: C7H8Cl2F2N2O
Boiling Point: 61-62 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory