| Product Number | 3832-3-X1 |
| Purity | 97 % |
| CAS | 175277-91-5 |
| MDL Number | MFCD00084879 |
| Molecular Formula | C10H13F3N2 |
| Molecular Weight | 218.223 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3832-3-X1
CAS: 175277-91-5
Molecule Weight: 218.223
Formula: C10H13F3N2
PN: 3830-3-01
CAS: 35203-49-7
Molecule Weight: 190.169
Formula: C8H9F3N2
PN: 3832-3-03
CAS: 183251-95-8
Molecule Weight: 204.196
Formula: C9H11F3N2
![N1-[2-Amino-4-(trifluoromethyl)phenyl]acetamide](data:image/png;base64,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)
PN: 4848-3-X8
CAS: 97051-69-9
Molecule Weight: 218.179
Formula: C9H9F3N2O
![N-[2-Amino-4-(trifluoromethyl)phenyl]pyrrolidine](data:image/png;base64,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)
PN: 3H30-3-X8
CAS: 133184-80-2
Molecule Weight: 230.234
Formula: C11H13F3N2
PN: 3831-3-00
CAS: 284665-35-6
Molecule Weight: 280.294
Formula: C15H15F3N2
PN: 3831-3-X0
CAS: 49850-16-0
Molecule Weight: 257.179
Formula: C10H9F6N
PN: 3H31-7-67
CAS: 1203579-21-8
Molecule Weight: 240.65
Formula: C9H12ClF3N2
Melting Point: 59-61 ℃
TSCA: Not listed on TSCA inventory