| Product Number | 4856-3-Y2 |
| Synonyms | 1-[2-Amino-4-(trifluoromethyl)phenyl]ethan-1-one; 2-Acetyl-5-(trifluoromethyl)aniline; 4-Acetyl-3-aminobenzotrifluoride |
| CAS | 37885-07-7 |
| MDL Number | MFCD11113374 |
| Molecular Formula | C9H8F3NO |
| Molecular Weight | 203.164 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4856-3-Y2
CAS: 37885-07-7
Molecule Weight: 203.164
Formula: C9H8F3NO
PN: 4856-3-37
CAS: 1448858-61-4
Molecule Weight: 257.135
Formula: C9H5F6NO
![1-[2-Amino-4,6-bis(trifluoromethyl)phenyl]ethan-1-one](data:image/png;base64,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)
PN: 4830-3-01
CAS: 882747-78-6
Molecule Weight: 271.162
Formula: C10H7F6NO
PN: 4730-1-09
CAS: 122710-21-8
Molecule Weight: 149.193
Formula: C9H11NO
PN: 3830-3-Y0
CAS: 25449-96-1
Molecule Weight: 175.154
Formula: C8H8F3N
PN: 4848-3-62
CAS: 713-41-7
Molecule Weight: 204.152
Formula: C8H7F3N2O
PN: 4857-3-24
CAS: 402-13-1
Molecule Weight: 205.136
Formula: C8H6F3NO2
PN: 3830-3-60
CAS: 328-93-8
Molecule Weight: 229.125
Formula: C8H5F6N
TSCA: Not listed on TSCA inventory