| Product Number | 4848-3-Z0 |
| Purity | 97 % |
| CAS | 657-78-3 |
| MDL Number | MFCD00021013 |
| Molecular Formula | C8H6F3NO |
| Molecular Weight | 189.137 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4848-3-Z0
CAS: 657-78-3
Molecule Weight: 189.137
Formula: C8H6F3NO
PN: 3831-3-07
CAS: 2026-70-2
Molecule Weight: 175.154
Formula: C8H8F3N
PN: 4853-3-13
CAS: 13114-87-9
Molecule Weight: 204.152
Formula: C8H7F3N2O
PN: 4848-3-03
CAS: 351-36-0
Molecule Weight: 203.164
Formula: C9H8F3NO
PN: 4848-3-X6
CAS: 16143-84-3
Molecule Weight: 271.162
Formula: C10H7F6NO
PN: 4848-3-Y8
CAS: 2300-88-1
Molecule Weight: 217.191
Formula: C10H10F3NO
PN: 4848-7-X4
CAS: 657-63-6
Molecule Weight: 223.58
Formula: C8H5ClF3NO
![2-Amino-N-[3-(trifluoromethyl)phenyl]acetamide](data:image/png;base64,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)
PN: 4848-3-46
CAS: 851336-10-2
Molecule Weight: 218.179
Formula: C9H9F3N2O
TSCA: Not listed on TSCA inventory
EINECS: 211-520-4