| Product Number | 4656-7-56 |
| CAS | 1215206-28-2 |
| MDL Number | MFCD09028964 |
| Molecular Formula | C8H9ClF3NO |
| Molecular Weight | 227.61 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-7-56
CAS: 1215206-28-2
Molecule Weight: 227.61
Formula: C8H9ClF3NO
PN: 4656-3-Y2
CAS: 41419-59-4
Molecule Weight: 191.153
Formula: C8H8F3NO
PN: 4656-3-Y7
CAS: 175278-20-3
Molecule Weight: 205.18
Formula: C9H10F3NO
PN: 4656-7-X8
CAS: 42823-24-5
Molecule Weight: 213.58
Formula: C7H7ClF3NO
![4-[Chloro(difluoro)methoxy]-N-methylaniline hydrochloride](data:image/png;base64,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)
PN: 4656-7-0V
CAS: 1217004-66-4
Molecule Weight: 244.06
Formula: C8H9Cl2F2NO
PN: 4639-7-14
CAS: 133115-72-7
Molecule Weight: 228.6
Formula: C7H8ClF3N2O
TSCA: Not listed on TSCA inventory
