| Product Number | 4848-3-0B |
| Purity | 97 % |
| CAS | 24522-30-3 |
| MDL Number | MFCD05669245 |
| Molecular Formula | C10H7F3N2O |
| Molecular Weight | 228.174 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4848-3-0B
CAS: 24522-30-3
Molecule Weight: 228.174
Formula: C10H7F3N2O
PN: 4848-3-50
CAS: 25617-34-9
Molecule Weight: 245.245
Formula: C12H14F3NO
PN: 4848-3-04
CAS: 349-97-3
Molecule Weight: 203.164
Formula: C9H8F3NO
PN: 4848-3-06
CAS: 1960-77-6
Molecule Weight: 228.174
Formula: C10H7F3N2O
PN: 4848-B-X1
CAS: 3823-19-6
Molecule Weight: 282.06
Formula: C9H7BrF3NO
![3-[4-(Difluoromethyl)-N-methyl-anilino]propanenitrile](data:image/png;base64,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)
PN: 3737-3-31
CAS: 2149601-86-3
Molecule Weight: 210.228
Formula: C11H12F2N2
PN: 4848-3-Y8
CAS: 2300-88-1
Molecule Weight: 217.191
Formula: C10H10F3NO
PN: 4848-7-X6
CAS: 2707-23-5
Molecule Weight: 237.61
Formula: C9H7ClF3NO
TSCA: Not listed on TSCA inventory